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| Offset 1313, 64 lines modified | Offset 1313, 64 lines modified | ||
| 1313 | basis | 1313 | basis |
| 1314 | region·kind | 1314 | region·kind |
| 1315 | description | 1315 | description |
| 1316 | L2 | ||
| 1317 | H1 | 1316 | H1 |
| 1318 | constant | ||
| 1319 | bernstein | 1317 | bernstein |
| 1320 | cell,·facet | 1318 | cell,·facet |
| 1321 | cell,·facet | ||
| 1322 | H1 | 1319 | H1 |
| 1323 | iga | 1320 | iga |
| 1324 | cell | 1321 | cell |
| 1325 | H1 | 1322 | H1 |
| 1326 | H1 | 1323 | H1 |
| 1327 | H1 | 1324 | H1 |
| 1328 | H1 | 1325 | H1 |
| 1329 | H1 | 1326 | H1 |
| 1330 | H1 | 1327 | H1 |
| 1328 | L2 | ||
| 1331 | DG | 1329 | DG |
| 1332 | lagrange | 1330 | lagrange |
| 1333 | lagrange_discontinuous | 1331 | lagrange_discontinuous |
| 1334 | lobatto | 1332 | lobatto |
| 1335 | sem | 1333 | sem |
| 1336 | serendipity | 1334 | serendipity |
| 1337 | shell10x | 1335 | shell10x |
| 1336 | constant | ||
| 1338 | legendre_discontinuous | 1337 | legendre_discontinuous |
| 1339 | cell,·facet | 1338 | cell,·facet |
| 1340 | cell | 1339 | cell |
| 1341 | cell | 1340 | cell |
| 1342 | cell,·facet | 1341 | cell,·facet |
| 1343 | cell,·facet | 1342 | cell,·facet |
| 1344 | cell | 1343 | cell |
| 1344 | cell,·facet | ||
| 1345 | cell | 1345 | cell |
| 1346 | The·L2·constant-in-a-region·approximation. | ||
| 1347 | Bernstein·basis·approximation·with·positive-only·basis·function | 1346 | Bernstein·basis·approximation·with·positive-only·basis·function |
| 1348 | values. | 1347 | values. |
| 1349 | Bezier·extraction·based·NURBS·approximation·for·isogeometric | 1348 | Bezier·extraction·based·NURBS·approximation·for·isogeometric |
| 1350 | analysis. | 1349 | analysis. |
| 1351 | Lagrange·basis·nodal·approximation. | 1350 | Lagrange·basis·nodal·approximation. |
| 1352 | The·C0·constant-per-cell·approximation. | 1351 | The·C0·constant-per-cell·approximation. |
| 1353 | Hierarchical·basis·approximation·with·Lobatto·polynomials. | 1352 | Hierarchical·basis·approximation·with·Lobatto·polynomials. |
| 1354 | Spectral·element·method·approximation. | 1353 | Spectral·element·method·approximation. |
| 1355 | Lagrange·basis·nodal·serendipity·approximation·with·order·<=·3. | 1354 | Lagrange·basis·nodal·serendipity·approximation·with·order·<=·3. |
| 1356 | The·approximation·for·the·shell10x·element. | 1355 | The·approximation·for·the·shell10x·element. |
| 1356 | The·L2·constant-in-a-region·approximation. | ||
| 1357 | Discontinuous·Galerkin·method·approximation·with·Legendre | 1357 | Discontinuous·Galerkin·method·approximation·with·Legendre |
| 1358 | basis. | 1358 | basis. |
| 1359 | Variables | 1359 | Variables |
| 1360 | Variables·use·the·FE·approximation·given·by·the·specified·field: | 1360 | Variables·use·the·FE·approximation·given·by·the·specified·field: |
| 1361 | variables·=·{ | 1361 | variables·=·{ |
| 1362 | <name>·:·(<kind>,·<field_name>,·<spec>,·[<history>]) | 1362 | <name>·:·(<kind>,·<field_name>,·<spec>,·[<history>]) |
| Offset 5126, 20 lines modified | Offset 5126, 20 lines modified | ||
| 5126 | Ω | 5126 | Ω |
| 5127 | ∫︁ | 5127 | ∫︁ |
| 5128 | 𝑞·𝛼𝑖𝑗·𝑒𝑖𝑗·(𝑢) | 5128 | 𝑞·𝛼𝑖𝑗·𝑒𝑖𝑗·(𝑢) |
| 5129 | Ω | 5129 | Ω |
| 5130 | bio.npb.lag, | ||
| 5131 | bio.sho.syn, | ||
| 5130 | bio, | 5132 | bio, |
| 5131 | the.ela, | 5133 | the.ela, |
| 5132 | bio.sho.syn, | ||
| 5133 | bio.npb, | ||
| 5134 | bio.npb.lag, | ||
| 5135 | the.ela.ess | 5134 | the.ela.ess, |
| 5135 | bio.npb | ||
| 5136 | ∫︁ | 5136 | ∫︁ |
| 5137 | − | 5137 | − |
| 5138 | 𝛼𝑖𝑗·𝑝 | 5138 | 𝛼𝑖𝑗·𝑝 |
| 5139 | Ω | 5139 | Ω |
| Offset 5264, 15 lines modified | Offset 5264, 15 lines modified | ||
| 5264 | dw_dg_advect_laxfrie_flux | 5264 | dw_dg_advect_laxfrie_flux |
| 5265 | <opt_material>, | 5265 | <opt_material>, |
| 5266 | AdvectionDGFluxTerm | 5266 | AdvectionDGFluxTerm |
| 5267 | <material_advelo>, | 5267 | <material_advelo>, |
| 5268 | <virtual>, | 5268 | <virtual>, |
| 5269 | <state> | 5269 | <state> |
| 5270 | adv. | 5270 | adv.1D,·adv.2D, |
| 5271 | adv.dif.2D | 5271 | adv.dif.2D |
| 5272 | ∫︁ | 5272 | ∫︁ |
| 5273 | 𝑛···𝑓·*·(𝑝𝑖𝑛·,·𝑝𝑜𝑢𝑡·)𝑞 | 5273 | 𝑛···𝑓·*·(𝑝𝑖𝑛·,·𝑝𝑜𝑢𝑡·)𝑞 |
| 5274 | 𝜕𝑇𝐾 | 5274 | 𝜕𝑇𝐾 |
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| 5298 | 2 | 5298 | 2 |
| 5299 | 2 | 5299 | 2 |
| 5300 | 𝐷⟨∇𝑝⟩[𝑞]·, | 5300 | 𝐷⟨∇𝑝⟩[𝑞]·, |
| 5301 | 𝜕𝑇𝐾 | 5301 | 𝜕𝑇𝐾 |
| 5302 | bur.2D,·lap.2D, | ||
| 5302 | adv.dif.2D | 5303 | adv.dif.2D |
| 5303 | lap.2D,·bur.2D | ||
| 5304 | ∫︁ | 5304 | ∫︁ |
| 5305 | 𝐷⟨∇𝑞⟩[𝑝] | 5305 | 𝐷⟨∇𝑞⟩[𝑝] |
| 5306 | 𝜕𝑇𝐾 | 5306 | 𝜕𝑇𝐾 |
| 5307 | ⟨∇𝜑⟩·= | 5307 | ⟨∇𝜑⟩·= |
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| 5 | ···:widths:·5·15·15·65 | 5 | ···:widths:·5·15·15·65 |
| 6 | ···:header-rows:·1 | 6 | ···:header-rows:·1 |
| 7 | ···*·-·space | 7 | ···*·-·space |
| 8 | ·····-·basis | 8 | ·····-·basis |
| 9 | ·····-·region·kind | 9 | ·····-·region·kind |
| 10 | ·····-·description | 10 | ·····-·description |
| 11 | ···*·-·L2 | ||
| 12 | ·····-·constant | ||
| 13 | ·····-·:class:`cell·<sfepy.discrete.fem.fields_l2.L2ConstantVolumeField>`,·:class:`facet·<sfepy.discrete.fem.fields_l2.L2ConstantSurfaceField>` | ||
| 14 | ·····-·The·L2·constant-in-a-region·approximation. | ||
| 15 | ···*·-·H1 | 11 | ···*·-·H1 |
| 16 | ·····-·bernstein | 12 | ·····-·bernstein |
| 17 | ·····-·:class:`cell·<sfepy.discrete.fem.fields_positive.H1BernsteinVolumeField>`,·:class:`facet·<sfepy.discrete.fem.fields_positive.H1BernsteinSurfaceField>` | 13 | ·····-·:class:`cell·<sfepy.discrete.fem.fields_positive.H1BernsteinVolumeField>`,·:class:`facet·<sfepy.discrete.fem.fields_positive.H1BernsteinSurfaceField>` |
| 18 | ·····-·Bernstein·basis·approximation·with·positive-only·basis·function·values. | 14 | ·····-·Bernstein·basis·approximation·with·positive-only·basis·function·values. |
| 19 | ···*·-·H1 | 15 | ···*·-·H1 |
| 20 | ·····-·iga | 16 | ·····-·iga |
| 21 | ·····-·:class:`cell·<sfepy.discrete.iga.fields.IGField>` | 17 | ·····-·:class:`cell·<sfepy.discrete.iga.fields.IGField>` |
| Offset 41, 12 lines modified | Offset 37, 16 lines modified | ||
| 41 | ·····-·serendipity | 37 | ·····-·serendipity |
| 42 | ·····-·:class:`cell·<sfepy.discrete.fem.fields_nodal.H1SNodalVolumeField>`,·:class:`facet·<sfepy.discrete.fem.fields_nodal.H1SNodalSurfaceField>` | 38 | ·····-·:class:`cell·<sfepy.discrete.fem.fields_nodal.H1SNodalVolumeField>`,·:class:`facet·<sfepy.discrete.fem.fields_nodal.H1SNodalSurfaceField>` |
| 43 | ·····-·Lagrange·basis·nodal·serendipity·approximation·with·order·<=·3. | 39 | ·····-·Lagrange·basis·nodal·serendipity·approximation·with·order·<=·3. |
| 44 | ···*·-·H1 | 40 | ···*·-·H1 |
| 45 | ·····-·shell10x | 41 | ·····-·shell10x |
| 46 | ·····-·:class:`cell·<sfepy.discrete.structural.fields.Shell10XField>` | 42 | ·····-·:class:`cell·<sfepy.discrete.structural.fields.Shell10XField>` |
| 47 | ·····-·The·approximation·for·the·shell10x·element. | 43 | ·····-·The·approximation·for·the·shell10x·element. |
| 44 | ···*·-·L2 | ||
| 45 | ·····-·constant | ||
| 46 | ·····-·:class:`cell·<sfepy.discrete.fem.fields_l2.L2ConstantVolumeField>`,·:class:`facet·<sfepy.discrete.fem.fields_l2.L2ConstantSurfaceField>` | ||
| 47 | ·····-·The·L2·constant-in-a-region·approximation. | ||
| 48 | ···*·-·DG | 48 | ···*·-·DG |
| 49 | ·····-·legendre_discontinuous | 49 | ·····-·legendre_discontinuous |
| 50 | ·····-·:class:`cell·<sfepy.discrete.dg.fields.DGField>` | 50 | ·····-·:class:`cell·<sfepy.discrete.dg.fields.DGField>` |
| 51 | ·····-·Discontinuous·Galerkin·method·approximation·with·Legendre·basis. | 51 | ·····-·Discontinuous·Galerkin·method·approximation·with·Legendre·basis. |
| Offset 37, 15 lines modified | Offset 37, 15 lines modified | ||
| 37 | ·······:class:`BiotTerm·<sfepy.terms.terms_biot.BiotTerm>` | 37 | ·······:class:`BiotTerm·<sfepy.terms.terms_biot.BiotTerm>` |
| 38 | ·····-·``<material>``,·``<virtual/param_v>``,·``<state/param_s>`` | 38 | ·····-·``<material>``,·``<virtual/param_v>``,·``<state/param_s>`` |
| 39 | ·······``<material>``,·``<state>``,·``<virtual>`` | 39 | ·······``<material>``,·``<state>``,·``<virtual>`` |
| 40 | ·····-·..·math:: | 40 | ·····-·..·math:: |
| 41 | ············\int_{\Omega}·p\·\alpha_{ij}·e_{ij}(\ul{v})·\mbox{·,·} | 41 | ············\int_{\Omega}·p\·\alpha_{ij}·e_{ij}(\ul{v})·\mbox{·,·} |
| 42 | ···········\int_{\Omega}·q\·\alpha_{ij}·e_{ij}(\ul{u}) | 42 | ···········\int_{\Omega}·q\·\alpha_{ij}·e_{ij}(\ul{u}) |
| 43 | ·····-·:ref:`bio·<multi_physics-biot>`,·:ref:`the.ela·<multi_physics-thermo_elasticity>`,·:ref:`bio.sho.syn·<multi_physics-biot_short_syntax>`,·:ref:`bio.npb·<multi_physics-biot_npbc | 43 | ·····-·:ref:`bio.npb·<multi_physics-biot_npbc>`,·:ref:`the.ela.ess·<multi_physics-thermo_elasticity_ess>`,·:ref:`bio.sho.syn·<multi_physics-biot_short_syntax>`,·:ref:`bio.npb.lag·<multi_physics-biot_npbc_lagrange>`,·:ref:`bio·<multi_physics-biot>`,·:ref:`the.ela·<multi_ph[·...·truncated·by·diffoscope;·len:·23,·SHA:·16f0915fb6543f5dd6f59c0d8e887d41756fd595c48c005bcf51f452f8bdbc2a·...·]>` |
| 44 | ···*·-·ev_biot_stress | 44 | ···*·-·ev_biot_stress |
| 45 | ·······:class:`BiotStressTerm·<sfepy.terms.terms_biot.BiotStressTerm>` | 45 | ·······:class:`BiotStressTerm·<sfepy.terms.terms_biot.BiotStressTerm>` |
| 46 | ·····-·``<material>``,·``<parameter>`` | 46 | ·····-·``<material>``,·``<parameter>`` |
| 47 | ·····-·..·math:: | 47 | ·····-·..·math:: |
| 48 | ············-·\int_{\Omega}·\alpha_{ij}·p | 48 | ············-·\int_{\Omega}·\alpha_{ij}·p |
| 49 | ·····-· | 49 | ·····-· |
| Offset 94, 15 lines modified | Offset 94, 15 lines modified | ||
| 94 | ·····-·:ref:`ela.con.sph·<linear_elasticity-elastic_contact_sphere>` | 94 | ·····-·:ref:`ela.con.sph·<linear_elasticity-elastic_contact_sphere>` |
| 95 | ···*·-·dw_convect | 95 | ···*·-·dw_convect |
| 96 | ·······:class:`ConvectTerm·<sfepy.terms.terms_navier_stokes.ConvectTerm>` | 96 | ·······:class:`ConvectTerm·<sfepy.terms.terms_navier_stokes.ConvectTerm>` |
| 97 | ·····-·``<virtual>``,·``<state>`` | 97 | ·····-·``<virtual>``,·``<state>`` |
| 98 | ·····-·..·math:: | 98 | ·····-·..·math:: |
| 99 | ············\int_{\Omega}·((\ul{u}·\cdot·\nabla)·\ul{u})·\cdot·\ul{v} | 99 | ············\int_{\Omega}·((\ul{u}·\cdot·\nabla)·\ul{u})·\cdot·\ul{v} |
| 100 | ·····-·:ref:`nav.sto·<navier_stokes-navier_stokes>`,·:ref:`nav.sto | 100 | ·····-·:ref:`nav.sto.iga·<navier_stokes-navier_stokes2d_iga>`,·:ref:`nav.sto·<navier_stokes-navier_stokes>`,·:ref:`nav.sto·<navier_stokes-navier_stokes2d>` |
| 101 | ···*·-·dw_convect_v_grad_s | 101 | ···*·-·dw_convect_v_grad_s |
| 102 | ·······:class:`ConvectVGradSTerm·<sfepy.terms.terms_diffusion.ConvectVGradSTerm>` | 102 | ·······:class:`ConvectVGradSTerm·<sfepy.terms.terms_diffusion.ConvectVGradSTerm>` |
| 103 | ·····-·``<virtual>``,·``<state_v>``,·``<state_s>`` | 103 | ·····-·``<virtual>``,·``<state_v>``,·``<state_s>`` |
| 104 | ·····-·..·math:: | 104 | ·····-·..·math:: |
| 105 | ············\int_{\Omega}·q·(\ul{u}·\cdot·\nabla·p) | 105 | ············\int_{\Omega}·q·(\ul{u}·\cdot·\nabla·p) |
| 106 | ·····-·:ref:`poi.fun·<diffusion-poisson_functions>` | 106 | ·····-·:ref:`poi.fun·<diffusion-poisson_functions>` |
| Offset 125, 15 lines modified | Offset 125, 15 lines modified | ||
| 125 | ·······where | 125 | ·······where |
| 126 | ··········· | 126 | ··········· |
| 127 | ·······..·math:: | 127 | ·······..·math:: |
| 128 | ············\ul{f}^{*}(p_{in},·p_{out})·=·\ul{a}·\frac{p_{in}·+ | 128 | ············\ul{f}^{*}(p_{in},·p_{out})·=·\ul{a}·\frac{p_{in}·+ |
| 129 | ···········p_{out}}{2}·+·(1·-·\alpha)·\ul{n}·C·\frac{·p_{in}·-·p_{out}}{2}, | 129 | ···········p_{out}}{2}·+·(1·-·\alpha)·\ul{n}·C·\frac{·p_{in}·-·p_{out}}{2}, |
| 130 | ·····-·:ref:`adv. | 130 | ·····-·:ref:`adv.1D·<dg-advection_1D>`,·:ref:`adv.dif.2D·<dg-advection_diffusion_2D>`,·:ref:`adv.2D·<dg-advection_2D>` |
| 131 | ···*·-·dw_dg_diffusion_flux | 131 | ···*·-·dw_dg_diffusion_flux |
| 132 | ·······:class:`DiffusionDGFluxTerm·<sfepy.terms.terms_dg.DiffusionDGFluxTerm>` | 132 | ·······:class:`DiffusionDGFluxTerm·<sfepy.terms.terms_dg.DiffusionDGFluxTerm>` |
| 133 | ·····-·``<material>``,·``<state>``,·``<virtual>`` | 133 | ·····-·``<material>``,·``<state>``,·``<virtual>`` |
| 134 | ·······``<material>``,·``<virtual>``,·``<state>`` | 134 | ·······``<material>``,·``<virtual>``,·``<state>`` |
| 135 | ·····-·..·math:: | 135 | ·····-·..·math:: |
| Offset 145, 29 lines modified | Offset 145, 29 lines modified | ||
| 145 | ·······..·math:: | 145 | ·······..·math:: |
| 146 | ············\langle·\nabla·\phi·\rangle·=·\frac{\nabla\phi_{in}·+ | 146 | ············\langle·\nabla·\phi·\rangle·=·\frac{\nabla\phi_{in}·+ |
| 147 | ···········\nabla\phi_{out}}{2} | 147 | ···········\nabla\phi_{out}}{2} |
| 148 | ·······..·math:: | 148 | ·······..·math:: |
| 149 | ············[\phi]·=·\phi_{in}·-·\phi_{out} | 149 | ············[\phi]·=·\phi_{in}·-·\phi_{out} |
| 150 | ·····-·:ref:` | 150 | ·····-·:ref:`bur.2D·<dg-burgers_2D>`,·:ref:`adv.dif.2D·<dg-advection_diffusion_2D>`,·:ref:`lap.2D·<dg-laplace_2D>` |
| 151 | ···*·-·dw_dg_interior_penalty | 151 | ···*·-·dw_dg_interior_penalty |
| 152 | ·······:class:`DiffusionInteriorPenaltyTerm·<sfepy.terms.terms_dg.DiffusionInteriorPenaltyTerm>` | 152 | ·······:class:`DiffusionInteriorPenaltyTerm·<sfepy.terms.terms_dg.DiffusionInteriorPenaltyTerm>` |
| 153 | ·····-·``<material>``,·``<material_Cw>``,·``<virtual>``,·``<state>`` | 153 | ·····-·``<material>``,·``<material_Cw>``,·``<virtual>``,·``<state>`` |
| 154 | ·····-·..·math:: | 154 | ·····-·..·math:: |
| 155 | ············\int_{\partial{T_K}}·\bar{D}·C_w | 155 | ············\int_{\partial{T_K}}·\bar{D}·C_w |
| 156 | ···········\frac{Ord^2}{d(\partial{T_K})}[p][q] | 156 | ···········\frac{Ord^2}{d(\partial{T_K})}[p][q] |
| 157 | ·······where | 157 | ·······where |
| 158 | ··········· | 158 | ··········· |
| 159 | ·······..·math:: | 159 | ·······..·math:: |
| 160 | ············[\phi]·=·\phi_{in}·-·\phi_{out} | 160 | ············[\phi]·=·\phi_{in}·-·\phi_{out} |
| 161 | ·····-·:ref:` | 161 | ·····-·:ref:`bur.2D·<dg-burgers_2D>`,·:ref:`adv.dif.2D·<dg-advection_diffusion_2D>`,·:ref:`lap.2D·<dg-laplace_2D>` |
| 162 | ···*·-·dw_dg_nonlinear_laxfrie_flux | 162 | ···*·-·dw_dg_nonlinear_laxfrie_flux |
| 163 | ·······:class:`NonlinearHyperbolicDGFluxTerm·<sfepy.terms.terms_dg.NonlinearHyperbolicDGFluxTerm>` | 163 | ·······:class:`NonlinearHyperbolicDGFluxTerm·<sfepy.terms.terms_dg.NonlinearHyperbolicDGFluxTerm>` |
| 164 | ·····-·``<opt_material>``,·``<fun>``,·``<fun_d>``,·``<virtual>``,·``<state>`` | 164 | ·····-·``<opt_material>``,·``<fun>``,·``<fun_d>``,·``<virtual>``,·``<state>`` |
| 165 | ·····-·..·math:: | 165 | ·····-·..·math:: |
| 166 | ············\int_{\partial{T_K}}·\ul{n}·\cdot·f^{*}·(p_{in},·p_{out})q | 166 | ············\int_{\partial{T_K}}·\ul{n}·\cdot·f^{*}·(p_{in},·p_{out})q |
| Offset 181, 15 lines modified | Offset 181, 15 lines modified | ||
| 181 | ·····-·:ref:`bur.2D·<dg-burgers_2D>` | 181 | ·····-·:ref:`bur.2D·<dg-burgers_2D>` |
| 182 | ···*·-·dw_diffusion | 182 | ···*·-·dw_diffusion |
| 183 | ·······:class:`DiffusionTerm·<sfepy.terms.terms_diffusion.DiffusionTerm>` | 183 | ·······:class:`DiffusionTerm·<sfepy.terms.terms_diffusion.DiffusionTerm>` |
| 184 | ·····-·``<material>``,·``<virtual/param_1>``,·``<state/param_2>`` | 184 | ·····-·``<material>``,·``<virtual/param_1>``,·``<state/param_2>`` |
| 185 | ·····-·..·math:: | 185 | ·····-·..·math:: |
| 186 | ············\int_{\Omega}·K_{ij}·\nabla_i·q·\nabla_j·p | 186 | ············\int_{\Omega}·K_{ij}·\nabla_i·q·\nabla_j·p |
| 187 | ·····-·:ref:` | 187 | ·····-·:ref:`bio.npb·<multi_physics-biot_npbc>`,·:ref:`bio.sho.syn·<multi_physics-biot_short_syntax>`,·:ref:`bio.npb.lag·<multi_physics-biot_npbc_lagrange>`,·:ref:`bio·<multi_physics-biot>`,·:ref:`dar.flo.mul·<diffusion-darcy_flow_multicomp>`,·:ref:`pie.ela·<multi_phys[·...·truncated·by·diffoscope;·len:·161,·SHA:·39065855ccdcc9b2db4c1b9780fe7ff50d47b0b8d9fa0605f902710ea0152824·...·]>` |
| 188 | ···*·-·dw_diffusion_coupling | 188 | ···*·-·dw_diffusion_coupling |
| 189 | ·······:class:`DiffusionCoupling·<sfepy.terms.terms_diffusion.DiffusionCoupling>` | 189 | ·······:class:`DiffusionCoupling·<sfepy.terms.terms_diffusion.DiffusionCoupling>` |
| 190 | ·····-·``<material>``,·``<virtual/param_1>``,·``<state/param_2>`` | 190 | ·····-·``<material>``,·``<virtual/param_1>``,·``<state/param_2>`` |
| 191 | ·······``<material>``,·``<state>``,·``<virtual>`` | 191 | ·······``<material>``,·``<state>``,·``<virtual>`` |
| 192 | ·····-·..·math:: | 192 | ·····-·..·math:: |
| Offset 229, 26 lines modified | Offset 229, 26 lines modified | ||
| 229 | ···*·-·dw_div_grad | 229 | ···*·-·dw_div_grad |
| 230 | ·······:class:`DivGradTerm·<sfepy.terms.terms_navier_stokes.DivGradTerm>` | 230 | ·······:class:`DivGradTerm·<sfepy.terms.terms_navier_stokes.DivGradTerm>` |
| 231 | ·····-·``<opt_material>``,·``<virtual/param_1>``,·``<state/param_2>`` | 231 | ·····-·``<opt_material>``,·``<virtual/param_1>``,·``<state/param_2>`` |
| 232 | ·····-·..·math:: | 232 | ·····-·..·math:: |
| 233 | ············\int_{\Omega}·\nu\·\nabla·\ul{v}·:·\nabla·\ul{u}·\mbox{·, | 233 | ············\int_{\Omega}·\nu\·\nabla·\ul{v}·:·\nabla·\ul{u}·\mbox{·, |
| 234 | ···········}·\int_{\Omega}·\nabla·\ul{v}·:·\nabla·\ul{u} | 234 | ···········}·\int_{\Omega}·\nabla·\ul{v}·:·\nabla·\ul{u} |
| 235 | ·····-·:ref:` | 235 | ·····-·:ref:`nav.sto·<navier_stokes-navier_stokes>`,·:ref:`sta.nav.sto·<navier_stokes-stabilized_navier_stokes>`,·:ref:`nav.sto·<navier_stokes-navier_stokes2d>`,·:ref:`nav.sto.iga·<navier_stokes-navier_stokes2d_iga>`,·:ref:`sto·<navier_stokes-stokes>`,·:ref:`sto.sli.bc[·...·truncated·by·diffoscope;·len:·30,·SHA:·230b845eb76dae994fe95dfcbdacf58cf894bf1dae985f2d371277b166da759e·...·]>` |
| 236 | ···*·-·dw_dot | 236 | ···*·-·dw_dot |
| 237 | ·······:class:`DotProductTerm·<sfepy.terms.terms_dot.DotProductTerm>` | 237 | ·······:class:`DotProductTerm·<sfepy.terms.terms_dot.DotProductTerm>` |
| 238 | ·····-·``<opt_material>``,·``<virtual/param_1>``,·``<state/param_2>`` | 238 | ·····-·``<opt_material>``,·``<virtual/param_1>``,·``<state/param_2>`` |
| 239 | ·····-·..·math:: | 239 | ·····-·..·math:: |
| 240 | ············\int_{\cal{D}}·q·p·\mbox{·,·}·\int_{\cal{D}}·\ul{v}·\cdot | 240 | ············\int_{\cal{D}}·q·p·\mbox{·,·}·\int_{\cal{D}}·\ul{v}·\cdot |
| 241 | ···········\ul{u}\\·\int_\Gamma·\ul{v}·\cdot·\ul{n}·p·\mbox{·,·}·\int_\Gamma | 241 | ···········\ul{u}\\·\int_\Gamma·\ul{v}·\cdot·\ul{n}·p·\mbox{·,·}·\int_\Gamma |
| 242 | ···········q·\ul{n}·\cdot·\ul{u}·\mbox{·,·}\\·\int_{\cal{D}}·c·q·p·\mbox{·,·} | 242 | ···········q·\ul{n}·\cdot·\ul{u}·\mbox{·,·}\\·\int_{\cal{D}}·c·q·p·\mbox{·,·} |
| 243 | ···········\int_{\cal{D}}·c·\ul{v}·\cdot·\ul{u}·\mbox{·,·}·\int_{\cal{D}} | 243 | ···········\int_{\cal{D}}·c·\ul{v}·\cdot·\ul{u}·\mbox{·,·}·\int_{\cal{D}} |
| 244 | ···········\ul{v}·\cdot·\ull{c}·\cdot·\ul{u} | 244 | ···········\ul{v}·\cdot·\ull{c}·\cdot·\ul{u} |
| 245 | ·····-·:ref:` | 245 | ·····-·:ref:`ref.evp·<miscellaneous-refine_evp>`,·:ref:`tim.poi·<diffusion-time_poisson>`,·:ref:`hel.apa·<acoustics-helmholtz_apartment>`,·:ref:`the.ele·<multi_physics-thermal_electric>`,·:ref:`adv.2D·<dg-advection_2D>`,·:ref:`tim.poi.exp·<diffusion-time_poisson_explic[·...·truncated·by·diffoscope;·len:·980,·SHA:·6b0d697cbe52f4505244be3f8cf3f782066de3b1ab29623064162252275c29a9·...·]>` |
| 246 | ···*·-·dw_elastic_wave | 246 | ···*·-·dw_elastic_wave |
| 247 | ·······:class:`ElasticWaveTerm·<sfepy.terms.terms_elastic.ElasticWaveTerm>` | 247 | ·······:class:`ElasticWaveTerm·<sfepy.terms.terms_elastic.ElasticWaveTerm>` |
| 248 | ·····-·``<material_1>``,·``<material_2>``,·``<virtual>``,·``<state>`` | 248 | ·····-·``<material_1>``,·``<material_2>``,·``<virtual>``,·``<state>`` |
| 249 | ·····-·..·math:: | 249 | ·····-·..·math:: |
| 250 | ············\int_{\Omega}·D_{ijkl}\·g_{ij}(\ul{v})·g_{kl}(\ul{u}) | 250 | ············\int_{\Omega}·D_{ijkl}\·g_{ij}(\ul{v})·g_{kl}(\ul{u}) |
| 251 | ·····-· | 251 | ·····-· |
| Offset 274, 31 lines modified | Offset 274, 31 lines modified | ||
| 274 | ·······:class:`GradTerm·<sfepy.terms.terms_navier_stokes.GradTerm>` | 274 | ·······:class:`GradTerm·<sfepy.terms.terms_navier_stokes.GradTerm>` |
| 275 | ·····-·``<opt_material>``,·``<parameter>`` | 275 | ·····-·``<opt_material>``,·``<parameter>`` |
| 276 | ·····-·..·math:: | 276 | ·····-·..·math:: |
| 277 | ············\int_{\cal{D}}·\nabla·p·\mbox{·or·}·\int_{\cal{D}}·\nabla | 277 | ············\int_{\cal{D}}·\nabla·p·\mbox{·or·}·\int_{\cal{D}}·\nabla |
| 278 | ···········\ul{u}\\·\int_{\cal{D}}·c·\nabla·p·\mbox{·or·}·\int_{\cal{D}}·c | 278 | ···········\ul{u}\\·\int_{\cal{D}}·c·\nabla·p·\mbox{·or·}·\int_{\cal{D}}·c |
| 279 | ···········\nabla·\ul{u} | 279 | ···········\nabla·\ul{u} |
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| Offset 137, 59 lines modified | Offset 137, 59 lines modified | ||
| 137 | <tr·class="row-odd"><th·class="head"><p>space</p></th> | 137 | <tr·class="row-odd"><th·class="head"><p>space</p></th> |
| 138 | <th·class="head"><p>basis</p></th> | 138 | <th·class="head"><p>basis</p></th> |
| 139 | <th·class="head"><p>region·kind</p></th> | 139 | <th·class="head"><p>region·kind</p></th> |
| 140 | <th·class="head"><p>description</p></th> | 140 | <th·class="head"><p>description</p></th> |
| 141 | </tr> | 141 | </tr> |
| 142 | </thead> | 142 | </thead> |
| 143 | <tbody> | 143 | <tbody> |
| 144 | <tr·class="row-even"><td><p> | 144 | <tr·class="row-even"><td><p>H1</p></td> |
| 145 | <td><p>constant</p></td> | ||
| 146 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_l2.html#sfepy.discrete.fem.fields_l2.L2ConstantVolumeField"·title="sfepy.discrete.fem.fields_l2.L2ConstantVolumeField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a>,·<a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_l2.html#sfepy.discrete.fem.fields_l2.L2ConstantSurfaceField"·title="sfepy.discrete.fem.fields_l2.L2ConstantSurfaceField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">facet</span></code></a></p></td> | ||
| 147 | <td><p>The·L2·constant-in-a-region·approximation.</p></td> | ||
| 148 | </tr> | ||
| 149 | <tr·class="row-odd"><td><p>H1</p></td> | ||
| 150 | <td><p>bernstein</p></td> | 145 | <td><p>bernstein</p></td> |
| 151 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_positive.html#sfepy.discrete.fem.fields_positive.H1BernsteinVolumeField"·title="sfepy.discrete.fem.fields_positive.H1BernsteinVolumeField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a>,·<a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_positive.html#sfepy.discrete.fem.fields_positive.H1BernsteinSurfaceField"·title="sfepy.discrete.fem.fields_positive.H1BernsteinSurfaceField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">facet</span></code></a></p></td> | 146 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_positive.html#sfepy.discrete.fem.fields_positive.H1BernsteinVolumeField"·title="sfepy.discrete.fem.fields_positive.H1BernsteinVolumeField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a>,·<a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_positive.html#sfepy.discrete.fem.fields_positive.H1BernsteinSurfaceField"·title="sfepy.discrete.fem.fields_positive.H1BernsteinSurfaceField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">facet</span></code></a></p></td> |
| 152 | <td><p>Bernstein·basis·approximation·with·positive-only·basis·function·values.</p></td> | 147 | <td><p>Bernstein·basis·approximation·with·positive-only·basis·function·values.</p></td> |
| 153 | </tr> | 148 | </tr> |
| 154 | <tr·class="row- | 149 | <tr·class="row-odd"><td><p>H1</p></td> |
| 155 | <td><p>iga</p></td> | 150 | <td><p>iga</p></td> |
| 156 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/iga/fields.html#sfepy.discrete.iga.fields.IGField"·title="sfepy.discrete.iga.fields.IGField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a></p></td> | 151 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/iga/fields.html#sfepy.discrete.iga.fields.IGField"·title="sfepy.discrete.iga.fields.IGField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a></p></td> |
| 157 | <td><p>Bezier·extraction·based·NURBS·approximation·for·isogeometric·analysis.</p></td> | 152 | <td><p>Bezier·extraction·based·NURBS·approximation·for·isogeometric·analysis.</p></td> |
| 158 | </tr> | 153 | </tr> |
| 159 | <tr·class="row- | 154 | <tr·class="row-even"><td><p>H1</p></td> |
| 160 | <td><p>lagrange</p></td> | 155 | <td><p>lagrange</p></td> |
| 161 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_nodal.html#sfepy.discrete.fem.fields_nodal.H1NodalVolumeField"·title="sfepy.discrete.fem.fields_nodal.H1NodalVolumeField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a>,·<a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_nodal.html#sfepy.discrete.fem.fields_nodal.H1NodalSurfaceField"·title="sfepy.discrete.fem.fields_nodal.H1NodalSurfaceField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">facet</span></code></a></p></td> | 156 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_nodal.html#sfepy.discrete.fem.fields_nodal.H1NodalVolumeField"·title="sfepy.discrete.fem.fields_nodal.H1NodalVolumeField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a>,·<a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_nodal.html#sfepy.discrete.fem.fields_nodal.H1NodalSurfaceField"·title="sfepy.discrete.fem.fields_nodal.H1NodalSurfaceField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">facet</span></code></a></p></td> |
| 162 | <td><p>Lagrange·basis·nodal·approximation.</p></td> | 157 | <td><p>Lagrange·basis·nodal·approximation.</p></td> |
| 163 | </tr> | 158 | </tr> |
| 164 | <tr·class="row- | 159 | <tr·class="row-odd"><td><p>H1</p></td> |
| 165 | <td><p>lagrange_discontinuous</p></td> | 160 | <td><p>lagrange_discontinuous</p></td> |
| 166 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_nodal.html#sfepy.discrete.fem.fields_nodal.H1DiscontinuousField"·title="sfepy.discrete.fem.fields_nodal.H1DiscontinuousField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a></p></td> | 161 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_nodal.html#sfepy.discrete.fem.fields_nodal.H1DiscontinuousField"·title="sfepy.discrete.fem.fields_nodal.H1DiscontinuousField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a></p></td> |
| 167 | <td><p>The·C0·constant-per-cell·approximation.</p></td> | 162 | <td><p>The·C0·constant-per-cell·approximation.</p></td> |
| 168 | </tr> | 163 | </tr> |
| 169 | <tr·class="row- | 164 | <tr·class="row-even"><td><p>H1</p></td> |
| 170 | <td><p>lobatto</p></td> | 165 | <td><p>lobatto</p></td> |
| 171 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_hierarchic.html#sfepy.discrete.fem.fields_hierarchic.H1HierarchicVolumeField"·title="sfepy.discrete.fem.fields_hierarchic.H1HierarchicVolumeField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a></p></td> | 166 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_hierarchic.html#sfepy.discrete.fem.fields_hierarchic.H1HierarchicVolumeField"·title="sfepy.discrete.fem.fields_hierarchic.H1HierarchicVolumeField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a></p></td> |
| 172 | <td><p>Hierarchical·basis·approximation·with·Lobatto·polynomials.</p></td> | 167 | <td><p>Hierarchical·basis·approximation·with·Lobatto·polynomials.</p></td> |
| 173 | </tr> | 168 | </tr> |
| 174 | <tr·class="row- | 169 | <tr·class="row-odd"><td><p>H1</p></td> |
| 175 | <td><p>sem</p></td> | 170 | <td><p>sem</p></td> |
| 176 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_nodal.html#sfepy.discrete.fem.fields_nodal.H1SEMVolumeField"·title="sfepy.discrete.fem.fields_nodal.H1SEMVolumeField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a>,·<a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_nodal.html#sfepy.discrete.fem.fields_nodal.H1SEMSurfaceField"·title="sfepy.discrete.fem.fields_nodal.H1SEMSurfaceField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">facet</span></code></a></p></td> | 171 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_nodal.html#sfepy.discrete.fem.fields_nodal.H1SEMVolumeField"·title="sfepy.discrete.fem.fields_nodal.H1SEMVolumeField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a>,·<a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_nodal.html#sfepy.discrete.fem.fields_nodal.H1SEMSurfaceField"·title="sfepy.discrete.fem.fields_nodal.H1SEMSurfaceField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">facet</span></code></a></p></td> |
| 177 | <td><p>Spectral·element·method·approximation.</p></td> | 172 | <td><p>Spectral·element·method·approximation.</p></td> |
| 178 | </tr> | 173 | </tr> |
| 179 | <tr·class="row- | 174 | <tr·class="row-even"><td><p>H1</p></td> |
| 180 | <td><p>serendipity</p></td> | 175 | <td><p>serendipity</p></td> |
| 181 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_nodal.html#sfepy.discrete.fem.fields_nodal.H1SNodalVolumeField"·title="sfepy.discrete.fem.fields_nodal.H1SNodalVolumeField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a>,·<a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_nodal.html#sfepy.discrete.fem.fields_nodal.H1SNodalSurfaceField"·title="sfepy.discrete.fem.fields_nodal.H1SNodalSurfaceField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">facet</span></code></a></p></td> | 176 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_nodal.html#sfepy.discrete.fem.fields_nodal.H1SNodalVolumeField"·title="sfepy.discrete.fem.fields_nodal.H1SNodalVolumeField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a>,·<a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_nodal.html#sfepy.discrete.fem.fields_nodal.H1SNodalSurfaceField"·title="sfepy.discrete.fem.fields_nodal.H1SNodalSurfaceField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">facet</span></code></a></p></td> |
| 182 | <td><p>Lagrange·basis·nodal·serendipity·approximation·with·order·<=·3.</p></td> | 177 | <td><p>Lagrange·basis·nodal·serendipity·approximation·with·order·<=·3.</p></td> |
| 183 | </tr> | 178 | </tr> |
| 184 | <tr·class="row- | 179 | <tr·class="row-odd"><td><p>H1</p></td> |
| 185 | <td><p>shell10x</p></td> | 180 | <td><p>shell10x</p></td> |
| 186 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/structural/fields.html#sfepy.discrete.structural.fields.Shell10XField"·title="sfepy.discrete.structural.fields.Shell10XField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a></p></td> | 181 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/structural/fields.html#sfepy.discrete.structural.fields.Shell10XField"·title="sfepy.discrete.structural.fields.Shell10XField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a></p></td> |
| 187 | <td><p>The·approximation·for·the·shell10x·element.</p></td> | 182 | <td><p>The·approximation·for·the·shell10x·element.</p></td> |
| 188 | </tr> | 183 | </tr> |
| 184 | <tr·class="row-even"><td><p>L2</p></td> | ||
| 185 | <td><p>constant</p></td> | ||
| 186 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_l2.html#sfepy.discrete.fem.fields_l2.L2ConstantVolumeField"·title="sfepy.discrete.fem.fields_l2.L2ConstantVolumeField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a>,·<a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_l2.html#sfepy.discrete.fem.fields_l2.L2ConstantSurfaceField"·title="sfepy.discrete.fem.fields_l2.L2ConstantSurfaceField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">facet</span></code></a></p></td> | ||
| 187 | <td><p>The·L2·constant-in-a-region·approximation.</p></td> | ||
| 188 | </tr> | ||
| 189 | <tr·class="row-odd"><td><p>DG</p></td> | 189 | <tr·class="row-odd"><td><p>DG</p></td> |
| 190 | <td><p>legendre_discontinuous</p></td> | 190 | <td><p>legendre_discontinuous</p></td> |
| 191 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/dg/fields.html#sfepy.discrete.dg.fields.DGField"·title="sfepy.discrete.dg.fields.DGField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a></p></td> | 191 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/dg/fields.html#sfepy.discrete.dg.fields.DGField"·title="sfepy.discrete.dg.fields.DGField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a></p></td> |
| 192 | <td><p>Discontinuous·Galerkin·method·approximation·with·Legendre·basis.</p></td> | 192 | <td><p>Discontinuous·Galerkin·method·approximation·with·Legendre·basis.</p></td> |
| 193 | </tr> | 193 | </tr> |
| 194 | </tbody> | 194 | </tbody> |
| 195 | </table> | 195 | </table> |
| Offset 14, 16 lines modified | Offset 14, 14 lines modified | ||
| 14 | [_static/uwb_logo.png] | 14 | [_static/uwb_logo.png] |
| 15 | SfePy | 15 | SfePy |
| 16 | ····*·<no·title> | 16 | ····*·<no·title> |
| 17 | ····*·View_page_source | 17 | ····*·View_page_source |
| 18 | =============================================================================== | 18 | =============================================================================== |
| 19 | ····································Fields¶ | 19 | ····································Fields¶ |
| 20 | space·basis··················region·kind·description | 20 | space·basis··················region·kind·description |
| 21 | L2····constant···············cell,·facet·The·L2·constant-in-a-region | ||
| 22 | ·········································approximation. | ||
| 23 | H1····bernstein··············cell,·facet·Bernstein·basis·approximation·with | 21 | H1····bernstein··············cell,·facet·Bernstein·basis·approximation·with |
| 24 | ·········································positive-only·basis·function·values. | 22 | ·········································positive-only·basis·function·values. |
| 25 | ·········································Bezier·extraction·based·NURBS | 23 | ·········································Bezier·extraction·based·NURBS |
| 26 | H1····iga····················cell········approximation·for·isogeometric | 24 | H1····iga····················cell········approximation·for·isogeometric |
| 27 | ·········································analysis. | 25 | ·········································analysis. |
| 28 | H1····lagrange···············cell,·facet·Lagrange·basis·nodal·approximation. | 26 | H1····lagrange···············cell,·facet·Lagrange·basis·nodal·approximation. |
| 29 | H1····lagrange_discontinuous·cell········The·C0·constant-per-cell | 27 | H1····lagrange_discontinuous·cell········The·C0·constant-per-cell |
| Offset 31, 12 lines modified | Offset 29, 14 lines modified | ||
| 31 | H1····lobatto················cell········Hierarchical·basis·approximation·with | 29 | H1····lobatto················cell········Hierarchical·basis·approximation·with |
| 32 | ·········································Lobatto·polynomials. | 30 | ·········································Lobatto·polynomials. |
| 33 | H1····sem····················cell,·facet·Spectral·element·method·approximation. | 31 | H1····sem····················cell,·facet·Spectral·element·method·approximation. |
| 34 | H1····serendipity············cell,·facet·Lagrange·basis·nodal·serendipity | 32 | H1····serendipity············cell,·facet·Lagrange·basis·nodal·serendipity |
| 35 | ·········································approximation·with·order·<=·3. | 33 | ·········································approximation·with·order·<=·3. |
| 36 | H1····shell10x···············cell········The·approximation·for·the·shell10x | 34 | H1····shell10x···············cell········The·approximation·for·the·shell10x |
| 37 | ·········································element. | 35 | ·········································element. |
| 36 | L2····constant···············cell,·facet·The·L2·constant-in-a-region | ||
| 37 | ·········································approximation. | ||
| 38 | DG····legendre_discontinuous·cell········Discontinuous·Galerkin·method | 38 | DG····legendre_discontinuous·cell········Discontinuous·Galerkin·method |
| 39 | ·········································approximation·with·Legendre·basis. | 39 | ·········································approximation·with·Legendre·basis. |
| 40 | =============================================================================== | 40 | =============================================================================== |
| 41 | ©·Copyright·2020,·Robert·Cimrman·and·SfePy·developers. | 41 | ©·Copyright·2020,·Robert·Cimrman·and·SfePy·developers. |
| 42 | Built·with·Sphinx·using·a·theme·provided·by·Read_the_Docs. | 42 | Built·with·Sphinx·using·a·theme·provided·by·Read_the_Docs. |
| Offset 20218, 15 lines modified | Offset 20218, 15 lines modified | ||
| 20218 | ········"09666":·11, | 20218 | ········"09666":·11, |
| 20219 | ········"099":·[20,·290], | 20219 | ········"099":·[20,·290], |
| 20220 | ········"099999":·288, | 20220 | ········"099999":·288, |
| 20221 | ········"0_1":·26, | 20221 | ········"0_1":·26, |
| 20222 | ········"0d":·26, | 20222 | ········"0d":·26, |
| 20223 | ········"0e3":·20, | 20223 | ········"0e3":·20, |
| 20224 | ········"0e9":·[20,·289], | 20224 | ········"0e9":·[20,·289], |
| 20225 | ········"0x7f | 20225 | ········"0x7f0f6c4b8180":·180, |
| 20226 | ········"1":·[0,·1,·5,·7,·8,·11,·15,·17,·18,·19,·20,·21,·22,·23,·24,·25,·27,·29,·30,·34,·35,·39,·40,·41,·42,·44,·59,·60,·61,·62,·64,·65,·67,·68,·69,·70,·72,·77,·78,·80,·81,·83,·84,·87,·89,·90,·91,·93,·94,·95,·99,·100,·102,·107,·108,·112,·113,·114,·115,·116,·118,·122,·123,·124,·127,·128,·131,·132,·134,·137,·138,·139,·140,·141,·142,·143,·144,·145,·146,·149,·150,·156,·179,·180,·181,·182,·183,·184,·186,·187,·188,·189,·191,·192,·193,·194,·196,·197,·198,·199,·200,·201,·202,·203,·204,·205,·206,·207,·208,·209,·210,·211,·212,·213,·214,·215,·216,·218,·219,·227,·229,·258,·272,·285,·286,·288,·289], | 20226 | ········"1":·[0,·1,·5,·7,·8,·11,·15,·17,·18,·19,·20,·21,·22,·23,·24,·25,·27,·29,·30,·34,·35,·39,·40,·41,·42,·44,·59,·60,·61,·62,·64,·65,·67,·68,·69,·70,·72,·77,·78,·80,·81,·83,·84,·87,·89,·90,·91,·93,·94,·95,·99,·100,·102,·107,·108,·112,·113,·114,·115,·116,·118,·122,·123,·124,·127,·128,·131,·132,·134,·137,·138,·139,·140,·141,·142,·143,·144,·145,·146,·149,·150,·156,·179,·180,·181,·182,·183,·184,·186,·187,·188,·189,·191,·192,·193,·194,·196,·197,·198,·199,·200,·201,·202,·203,·204,·205,·206,·207,·208,·209,·210,·211,·212,·213,·214,·215,·216,·218,·219,·227,·229,·258,·272,·285,·286,·288,·289], |
| 20227 | ········"10":·[0,·11,·23,·24,·25,·26,·30,·65,·67,·70,·91,·93,·111,·120,·130,·142,·146,·147,·151,·154,·156,·179,·180,·181,·182,·184,·187,·188,·189,·206,·208,·215,·288,·289,·290], | 20227 | ········"10":·[0,·11,·23,·24,·25,·26,·30,·65,·67,·70,·91,·93,·111,·120,·130,·142,·146,·147,·151,·154,·156,·179,·180,·181,·182,·184,·187,·188,·189,·206,·208,·215,·288,·289,·290], |
| 20228 | ········"100":·[39,·40,·41,·105,·134,·142,·143,·179,·180,·227], | 20228 | ········"100":·[39,·40,·41,·105,·134,·142,·143,·179,·180,·227], |
| 20229 | ········"1000":·[24,·91,·142,·147], | 20229 | ········"1000":·[24,·91,·142,·147], |
| 20230 | ········"100000":·[111,·179], | 20230 | ········"100000":·[111,·179], |
| 20231 | ········"1000000":·[142,·289], | 20231 | ········"1000000":·[142,·289], |
| 20232 | ········"10000000000000001":·142, | 20232 | ········"10000000000000001":·142, |
| Offset 173, 15 lines modified | Offset 173, 15 lines modified | ||
| 173 | <dt><strong>lin_precision</strong><span·class="classifier">float·or·None</span></dt><dd><p>If·not·None,·the·linear·system·solution·tolerances·are·set·in·each | 173 | <dt><strong>lin_precision</strong><span·class="classifier">float·or·None</span></dt><dd><p>If·not·None,·the·linear·system·solution·tolerances·are·set·in·each |
| 174 | nonlinear·iteration·relative·to·the·current·residual·norm·by·the | 174 | nonlinear·iteration·relative·to·the·current·residual·norm·by·the |
| 175 | <cite>lin_precision</cite>·factor.·Ignored·for·direct·linear·solvers.</p> | 175 | <cite>lin_precision</cite>·factor.·Ignored·for·direct·linear·solvers.</p> |
| 176 | </dd> | 176 | </dd> |
| 177 | <dt><strong>step_red</strong><span·class="classifier">0.0·<·float·<=·1.0·(default:·1.0)</span></dt><dd><p>Step·reduction·factor.·Equivalent·to·the·mixing·parameter·<span·class="math">a</span>: | 177 | <dt><strong>step_red</strong><span·class="classifier">0.0·<·float·<=·1.0·(default:·1.0)</span></dt><dd><p>Step·reduction·factor.·Equivalent·to·the·mixing·parameter·<span·class="math">a</span>: |
| 178 | <span·class="math">(1·-·a)·x·+·a·(x·+·dx)·=·x·+·a·dx</span></p> | 178 | <span·class="math">(1·-·a)·x·+·a·(x·+·dx)·=·x·+·a·dx</span></p> |
| 179 | </dd> | 179 | </dd> |
| 180 | <dt><strong>line_search_fun</strong><span·class="classifier">function(it,·vec_x0,·vec_r0,·vec_dx0,·err_last,·conf,·fun,·apply_lin_solver,·timers,·log=None)·(default:·<function·apply_line_search_bt·at·0x7f | 180 | <dt><strong>line_search_fun</strong><span·class="classifier">function(it,·vec_x0,·vec_r0,·vec_dx0,·err_last,·conf,·fun,·apply_lin_solver,·timers,·log=None)·(default:·<function·apply_line_search_bt·at·0x7f0f6c4b8180>)</span></dt><dd><p>The·line·search·function.</p> |
| 181 | </dd> | 181 | </dd> |
| 182 | <dt><strong>ls_mode</strong><span·class="classifier">‘residual’·or·‘error’·(default:·‘residual’)</span></dt><dd><p>The·line·search·mode:·when·it·is·‘residual’,·the·solver·tries·to | 182 | <dt><strong>ls_mode</strong><span·class="classifier">‘residual’·or·‘error’·(default:·‘residual’)</span></dt><dd><p>The·line·search·mode:·when·it·is·‘residual’,·the·solver·tries·to |
| 183 | make·the·iteration·residuals·decreasing·while·for·‘error’·the·solution·error | 183 | make·the·iteration·residuals·decreasing·while·for·‘error’·the·solution·error |
| 184 | estimates·should·decrease.</p> | 184 | estimates·should·decrease.</p> |
| 185 | </dd> | 185 | </dd> |
| 186 | <dt><strong>ls_on</strong><span·class="classifier">float·(default:·0.99999)</span></dt><dd><p>Start·the·backtracking·line-search·by·reducing·the·step,·if | 186 | <dt><strong>ls_on</strong><span·class="classifier">float·(default:·0.99999)</span></dt><dd><p>Start·the·backtracking·line-search·by·reducing·the·step,·if |
| 187 | <span·class="math">||d(x^i)||·/·||d(x^{i-1})||</span>·is·larger·than·<cite>ls_on</cite>,·where·<span·class="math">d</span> | 187 | <span·class="math">||d(x^i)||·/·||d(x^{i-1})||</span>·is·larger·than·<cite>ls_on</cite>,·where·<span·class="math">d</span> |
| Offset 64, 15 lines modified | Offset 64, 15 lines modified | ||
| 64 | ··················norm·by·thelin_precisionfactor.·Ignored·for·direct·linear | 64 | ··················norm·by·thelin_precisionfactor.·Ignored·for·direct·linear |
| 65 | ··················solvers. | 65 | ··················solvers. |
| 66 | ··············step_red0.0·<·float·<=·1.0·(default:·1.0) | 66 | ··············step_red0.0·<·float·<=·1.0·(default:·1.0) |
| 67 | ··················Step·reduction·factor.·Equivalent·to·the·mixing·parameter·a: | 67 | ··················Step·reduction·factor.·Equivalent·to·the·mixing·parameter·a: |
| 68 | ··················(1·-·a)·x·+·a·(x·+·dx)·=·x·+·a·dx | 68 | ··················(1·-·a)·x·+·a·(x·+·dx)·=·x·+·a·dx |
| 69 | ··············line_search_funfunction(it,·vec_x0,·vec_r0,·vec_dx0,·err_last, | 69 | ··············line_search_funfunction(it,·vec_x0,·vec_r0,·vec_dx0,·err_last, |
| 70 | ··············conf,·fun,·apply_lin_solver,·timers,·log=None)·(default: | 70 | ··············conf,·fun,·apply_lin_solver,·timers,·log=None)·(default: |
| 71 | ··············<function·apply_line_search_bt·at·0x7f | 71 | ··············<function·apply_line_search_bt·at·0x7f0f6c4b8180>) |
| 72 | ··················The·line·search·function. | 72 | ··················The·line·search·function. |
| 73 | ··············ls_mode‘residual’·or·‘error’·(default:·‘residual’) | 73 | ··············ls_mode‘residual’·or·‘error’·(default:·‘residual’) |
| 74 | ··················The·line·search·mode:·when·it·is·‘residual’,·the·solver·tries | 74 | ··················The·line·search·mode:·when·it·is·‘residual’,·the·solver·tries |
| 75 | ··················to·make·the·iteration·residuals·decreasing·while·for·‘error’ | 75 | ··················to·make·the·iteration·residuals·decreasing·while·for·‘error’ |
| 76 | ··················the·solution·error·estimates·should·decrease. | 76 | ··················the·solution·error·estimates·should·decrease. |
| 77 | ··············ls_onfloat·(default:·0.99999) | 77 | ··············ls_onfloat·(default:·0.99999) |
| 78 | ··················Start·the·backtracking·line-search·by·reducing·the·step,·if | 78 | ··················Start·the·backtracking·line-search·by·reducing·the·step,·if |
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| 169 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual/param_v></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state/param_s></span></code></p> | 169 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual/param_v></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state/param_s></span></code></p> |
| 170 | <p><code·class="docutils·literal·notranslate"><span·class="pre"><material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual></span></code></p> | 170 | <p><code·class="docutils·literal·notranslate"><span·class="pre"><material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual></span></code></p> |
| 171 | </td> | 171 | </td> |
| 172 | <td><div·class="math"> | 172 | <td><div·class="math"> |
| 173 | <p><span·class="math">\int_{\Omega}·p\·\alpha_{ij}·e_{ij}(\ul{v})·\mbox{·,·} | 173 | <p><span·class="math">\int_{\Omega}·p\·\alpha_{ij}·e_{ij}(\ul{v})·\mbox{·,·} |
| 174 | \int_{\Omega}·q\·\alpha_{ij}·e_{ij}(\ul{u})</span></p> | 174 | \int_{\Omega}·q\·\alpha_{ij}·e_{ij}(\ul{u})</span></p> |
| 175 | </div></td> | 175 | </div></td> |
| 176 | <td><p><span·class="xref·std·std-ref">bio</span>,·<span·class="xref·std·std-ref">the.ela</span>,·<span·class="xref·std·std-ref">bio.sho.syn</span>,·<span·class="xref·std·std-ref">bio.npb</span>,·<span·class="xref·std·std-ref"> | 176 | <td><p><span·class="xref·std·std-ref">bio.npb</span>,·<span·class="xref·std·std-ref">the.ela.ess</span>,·<span·class="xref·std·std-ref">bio.sho.syn</span>,·<span·class="xref·std·std-ref">bio.npb.lag</span>,·<span·class="xref·std·std-ref">bio</span>,·<span·class="xref·std·std-ref">the.ela</span></p></td> |
| 177 | </tr> | 177 | </tr> |
| 178 | <tr·class="row-odd"><td><p>ev_biot_stress</p> | 178 | <tr·class="row-odd"><td><p>ev_biot_stress</p> |
| 179 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_biot.html#sfepy.terms.terms_biot.BiotStressTerm"·title="sfepy.terms.terms_biot.BiotStressTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">BiotStressTerm</span></code></a></p> | 179 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_biot.html#sfepy.terms.terms_biot.BiotStressTerm"·title="sfepy.terms.terms_biot.BiotStressTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">BiotStressTerm</span></code></a></p> |
| 180 | </td> | 180 | </td> |
| 181 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><parameter></span></code></p></td> | 181 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><parameter></span></code></p></td> |
| 182 | <td><div·class="math"> | 182 | <td><div·class="math"> |
| 183 | <p><span·class="math">-·\int_{\Omega}·\alpha_{ij}·p</span></p> | 183 | <p><span·class="math">-·\int_{\Omega}·\alpha_{ij}·p</span></p> |
| Offset 242, 15 lines modified | Offset 242, 15 lines modified | ||
| 242 | <tr·class="row-even"><td><p>dw_convect</p> | 242 | <tr·class="row-even"><td><p>dw_convect</p> |
| 243 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_navier_stokes.html#sfepy.terms.terms_navier_stokes.ConvectTerm"·title="sfepy.terms.terms_navier_stokes.ConvectTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">ConvectTerm</span></code></a></p> | 243 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_navier_stokes.html#sfepy.terms.terms_navier_stokes.ConvectTerm"·title="sfepy.terms.terms_navier_stokes.ConvectTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">ConvectTerm</span></code></a></p> |
| 244 | </td> | 244 | </td> |
| 245 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><virtual></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state></span></code></p></td> | 245 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><virtual></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state></span></code></p></td> |
| 246 | <td><div·class="math"> | 246 | <td><div·class="math"> |
| 247 | <p><span·class="math">\int_{\Omega}·((\ul{u}·\cdot·\nabla)·\ul{u})·\cdot·\ul{v}</span></p> | 247 | <p><span·class="math">\int_{\Omega}·((\ul{u}·\cdot·\nabla)·\ul{u})·\cdot·\ul{v}</span></p> |
| 248 | </div></td> | 248 | </div></td> |
| 249 | <td><p><span·class="xref·std·std-ref">nav.sto</span>,·<span·class="xref·std·std-ref">nav.sto | 249 | <td><p><span·class="xref·std·std-ref">nav.sto.iga</span>,·<span·class="xref·std·std-ref">nav.sto</span>,·<span·class="xref·std·std-ref">nav.sto</span></p></td> |
| 250 | </tr> | 250 | </tr> |
| 251 | <tr·class="row-odd"><td><p>dw_convect_v_grad_s</p> | 251 | <tr·class="row-odd"><td><p>dw_convect_v_grad_s</p> |
| 252 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_diffusion.html#sfepy.terms.terms_diffusion.ConvectVGradSTerm"·title="sfepy.terms.terms_diffusion.ConvectVGradSTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">ConvectVGradSTerm</span></code></a></p> | 252 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_diffusion.html#sfepy.terms.terms_diffusion.ConvectVGradSTerm"·title="sfepy.terms.terms_diffusion.ConvectVGradSTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">ConvectVGradSTerm</span></code></a></p> |
| 253 | </td> | 253 | </td> |
| 254 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><virtual></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state_v></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state_s></span></code></p></td> | 254 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><virtual></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state_v></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state_s></span></code></p></td> |
| 255 | <td><div·class="math"> | 255 | <td><div·class="math"> |
| 256 | <p><span·class="math">\int_{\Omega}·q·(\ul{u}·\cdot·\nabla·p)</span></p> | 256 | <p><span·class="math">\int_{\Omega}·q·(\ul{u}·\cdot·\nabla·p)</span></p> |
| Offset 276, 15 lines modified | Offset 276, 15 lines modified | ||
| 276 | <p><span·class="math">\int_{\partial{T_K}}·\ul{n}·\cdot·\ul{f}^{*}·(p_{in}, | 276 | <p><span·class="math">\int_{\partial{T_K}}·\ul{n}·\cdot·\ul{f}^{*}·(p_{in}, |
| 277 | p_{out})q</span></p> | 277 | p_{out})q</span></p> |
| 278 | </div><p>where</p> | 278 | </div><p>where</p> |
| 279 | <div·class="math"> | 279 | <div·class="math"> |
| 280 | <p><span·class="math">\ul{f}^{*}(p_{in},·p_{out})·=·\ul{a}·\frac{p_{in}·+ | 280 | <p><span·class="math">\ul{f}^{*}(p_{in},·p_{out})·=·\ul{a}·\frac{p_{in}·+ |
| 281 | p_{out}}{2}·+·(1·-·\alpha)·\ul{n}·C·\frac{·p_{in}·-·p_{out}}{2},</span></p> | 281 | p_{out}}{2}·+·(1·-·\alpha)·\ul{n}·C·\frac{·p_{in}·-·p_{out}}{2},</span></p> |
| 282 | </div></td> | 282 | </div></td> |
| 283 | <td><p><span·class="xref·std·std-ref">adv. | 283 | <td><p><span·class="xref·std·std-ref">adv.1D</span>,·<span·class="xref·std·std-ref">adv.dif.2D</span>,·<span·class="xref·std·std-ref">adv.2D</span></p></td> |
| 284 | </tr> | 284 | </tr> |
| 285 | <tr·class="row-even"><td><p>dw_dg_diffusion_flux</p> | 285 | <tr·class="row-even"><td><p>dw_dg_diffusion_flux</p> |
| 286 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_dg.html#sfepy.terms.terms_dg.DiffusionDGFluxTerm"·title="sfepy.terms.terms_dg.DiffusionDGFluxTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">DiffusionDGFluxTerm</span></code></a></p> | 286 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_dg.html#sfepy.terms.terms_dg.DiffusionDGFluxTerm"·title="sfepy.terms.terms_dg.DiffusionDGFluxTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">DiffusionDGFluxTerm</span></code></a></p> |
| 287 | </td> | 287 | </td> |
| 288 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual></span></code></p> | 288 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual></span></code></p> |
| 289 | <p><code·class="docutils·literal·notranslate"><span·class="pre"><material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state></span></code></p> | 289 | <p><code·class="docutils·literal·notranslate"><span·class="pre"><material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state></span></code></p> |
| 290 | </td> | 290 | </td> |
| Offset 294, 28 lines modified | Offset 294, 28 lines modified | ||
| 294 | </div><p>where</p> | 294 | </div><p>where</p> |
| 295 | <div·class="math"> | 295 | <div·class="math"> |
| 296 | <p><span·class="math">\langle·\nabla·\phi·\rangle·=·\frac{\nabla\phi_{in}·+ | 296 | <p><span·class="math">\langle·\nabla·\phi·\rangle·=·\frac{\nabla\phi_{in}·+ |
| 297 | \nabla\phi_{out}}{2}</span></p> | 297 | \nabla\phi_{out}}{2}</span></p> |
| 298 | </div><div·class="math"> | 298 | </div><div·class="math"> |
| 299 | <p><span·class="math">[\phi]·=·\phi_{in}·-·\phi_{out}</span></p> | 299 | <p><span·class="math">[\phi]·=·\phi_{in}·-·\phi_{out}</span></p> |
| 300 | </div></td> | 300 | </div></td> |
| 301 | <td><p><span·class="xref·std·std-ref"> | 301 | <td><p><span·class="xref·std·std-ref">bur.2D</span>,·<span·class="xref·std·std-ref">adv.dif.2D</span>,·<span·class="xref·std·std-ref">lap.2D</span></p></td> |
| 302 | </tr> | 302 | </tr> |
| 303 | <tr·class="row-odd"><td><p>dw_dg_interior_penalty</p> | 303 | <tr·class="row-odd"><td><p>dw_dg_interior_penalty</p> |
| 304 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_dg.html#sfepy.terms.terms_dg.DiffusionInteriorPenaltyTerm"·title="sfepy.terms.terms_dg.DiffusionInteriorPenaltyTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">DiffusionInteriorPenaltyTerm</span></code></a></p> | 304 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_dg.html#sfepy.terms.terms_dg.DiffusionInteriorPenaltyTerm"·title="sfepy.terms.terms_dg.DiffusionInteriorPenaltyTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">DiffusionInteriorPenaltyTerm</span></code></a></p> |
| 305 | </td> | 305 | </td> |
| 306 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><material_Cw></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state></span></code></p></td> | 306 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><material_Cw></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state></span></code></p></td> |
| 307 | <td><div·class="math"> | 307 | <td><div·class="math"> |
| 308 | <p><span·class="math">\int_{\partial{T_K}}·\bar{D}·C_w | 308 | <p><span·class="math">\int_{\partial{T_K}}·\bar{D}·C_w |
| 309 | \frac{Ord^2}{d(\partial{T_K})}[p][q]</span></p> | 309 | \frac{Ord^2}{d(\partial{T_K})}[p][q]</span></p> |
| 310 | </div><p>where</p> | 310 | </div><p>where</p> |
| 311 | <div·class="math"> | 311 | <div·class="math"> |
| 312 | <p><span·class="math">[\phi]·=·\phi_{in}·-·\phi_{out}</span></p> | 312 | <p><span·class="math">[\phi]·=·\phi_{in}·-·\phi_{out}</span></p> |
| 313 | </div></td> | 313 | </div></td> |
| 314 | <td><p><span·class="xref·std·std-ref"> | 314 | <td><p><span·class="xref·std·std-ref">bur.2D</span>,·<span·class="xref·std·std-ref">adv.dif.2D</span>,·<span·class="xref·std·std-ref">lap.2D</span></p></td> |
| 315 | </tr> | 315 | </tr> |
| 316 | <tr·class="row-even"><td><p>dw_dg_nonlinear_laxfrie_flux</p> | 316 | <tr·class="row-even"><td><p>dw_dg_nonlinear_laxfrie_flux</p> |
| 317 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_dg.html#sfepy.terms.terms_dg.NonlinearHyperbolicDGFluxTerm"·title="sfepy.terms.terms_dg.NonlinearHyperbolicDGFluxTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">NonlinearHyperbolicDGFluxTerm</span></code></a></p> | 317 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_dg.html#sfepy.terms.terms_dg.NonlinearHyperbolicDGFluxTerm"·title="sfepy.terms.terms_dg.NonlinearHyperbolicDGFluxTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">NonlinearHyperbolicDGFluxTerm</span></code></a></p> |
| 318 | </td> | 318 | </td> |
| 319 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><opt_material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><fun></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><fun_d></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state></span></code></p></td> | 319 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><opt_material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><fun></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><fun_d></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state></span></code></p></td> |
| 320 | <td><div·class="math"> | 320 | <td><div·class="math"> |
| 321 | <p><span·class="math">\int_{\partial{T_K}}·\ul{n}·\cdot·f^{*}·(p_{in},·p_{out})q</span></p> | 321 | <p><span·class="math">\int_{\partial{T_K}}·\ul{n}·\cdot·f^{*}·(p_{in},·p_{out})q</span></p> |
| Offset 330, 15 lines modified | Offset 330, 15 lines modified | ||
| 330 | <tr·class="row-odd"><td><p>dw_diffusion</p> | 330 | <tr·class="row-odd"><td><p>dw_diffusion</p> |
| 331 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_diffusion.html#sfepy.terms.terms_diffusion.DiffusionTerm"·title="sfepy.terms.terms_diffusion.DiffusionTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">DiffusionTerm</span></code></a></p> | 331 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_diffusion.html#sfepy.terms.terms_diffusion.DiffusionTerm"·title="sfepy.terms.terms_diffusion.DiffusionTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">DiffusionTerm</span></code></a></p> |
| 332 | </td> | 332 | </td> |
| 333 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual/param_1></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state/param_2></span></code></p></td> | 333 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual/param_1></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state/param_2></span></code></p></td> |
| 334 | <td><div·class="math"> | 334 | <td><div·class="math"> |
| 335 | <p><span·class="math">\int_{\Omega}·K_{ij}·\nabla_i·q·\nabla_j·p</span></p> | 335 | <p><span·class="math">\int_{\Omega}·K_{ij}·\nabla_i·q·\nabla_j·p</span></p> |
| 336 | </div></td> | 336 | </div></td> |
| 337 | <td><p><span·class="xref·std·std-ref"> | 337 | <td><p><span·class="xref·std·std-ref">bio.npb</span>,·<span·class="xref·std·std-ref">bio.sho.syn</span>,·<span·class="xref·std·std-ref">bio.npb.lag</span>,·<span·class="xref·std·std-ref">bio</span>,·<span·class="xref·std·std-ref">dar.flo.mul</span>,·<span·class="xref·std·std-ref">pie.ela</span[·...·truncated·by·diffoscope;·len:·135,·SHA:·9ada23da8af7aaa29c89f999604173d8243cd64ac811e8df9b7f5dcec8a2ca40·...·]</span></p></td> |
| 338 | </tr> | 338 | </tr> |
| 339 | <tr·class="row-even"><td><p>dw_diffusion_coupling</p> | 339 | <tr·class="row-even"><td><p>dw_diffusion_coupling</p> |
| 340 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_diffusion.html#sfepy.terms.terms_diffusion.DiffusionCoupling"·title="sfepy.terms.terms_diffusion.DiffusionCoupling"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">DiffusionCoupling</span></code></a></p> | 340 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_diffusion.html#sfepy.terms.terms_diffusion.DiffusionCoupling"·title="sfepy.terms.terms_diffusion.DiffusionCoupling"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">DiffusionCoupling</span></code></a></p> |
| 341 | </td> | 341 | </td> |
| 342 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual/param_1></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state/param_2></span></code></p> | 342 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual/param_1></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state/param_2></span></code></p> |
| 343 | <p><code·class="docutils·literal·notranslate"><span·class="pre"><material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual></span></code></p> | 343 | <p><code·class="docutils·literal·notranslate"><span·class="pre"><material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual></span></code></p> |
| 344 | </td> | 344 | </td> |
| Offset 390, 28 lines modified | Offset 390, 28 lines modified | ||
| 390 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_navier_stokes.html#sfepy.terms.terms_navier_stokes.DivGradTerm"·title="sfepy.terms.terms_navier_stokes.DivGradTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">DivGradTerm</span></code></a></p> | 390 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_navier_stokes.html#sfepy.terms.terms_navier_stokes.DivGradTerm"·title="sfepy.terms.terms_navier_stokes.DivGradTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">DivGradTerm</span></code></a></p> |
| 391 | </td> | 391 | </td> |
| 392 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><opt_material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual/param_1></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state/param_2></span></code></p></td> | 392 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><opt_material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual/param_1></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state/param_2></span></code></p></td> |
| 393 | <td><div·class="math"> | 393 | <td><div·class="math"> |
| 394 | <p><span·class="math">\int_{\Omega}·\nu\·\nabla·\ul{v}·:·\nabla·\ul{u}·\mbox{·, | 394 | <p><span·class="math">\int_{\Omega}·\nu\·\nabla·\ul{v}·:·\nabla·\ul{u}·\mbox{·, |
| 395 | }·\int_{\Omega}·\nabla·\ul{v}·:·\nabla·\ul{u}</span></p> | 395 | }·\int_{\Omega}·\nabla·\ul{v}·:·\nabla·\ul{u}</span></p> |
| 396 | </div></td> | 396 | </div></td> |
| 397 | <td><p><span·class="xref·std·std-ref"> | 397 | <td><p><span·class="xref·std·std-ref">nav.sto</span>,·<span·class="xref·std·std-ref">sta.nav.sto</span>,·<span·class="xref·std·std-ref">nav.sto</span>,·<span·class="xref·std·std-ref">nav.sto.iga</span>,·<span·class="xref·std·std-ref">sto</span>,·<span·class="xref·std·std-ref">sto.sli.bc</span></p></td> |
| 398 | </tr> | 398 | </tr> |
| 399 | <tr·class="row-even"><td><p>dw_dot</p> | 399 | <tr·class="row-even"><td><p>dw_dot</p> |
| 400 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_dot.html#sfepy.terms.terms_dot.DotProductTerm"·title="sfepy.terms.terms_dot.DotProductTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">DotProductTerm</span></code></a></p> | 400 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_dot.html#sfepy.terms.terms_dot.DotProductTerm"·title="sfepy.terms.terms_dot.DotProductTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">DotProductTerm</span></code></a></p> |
| 401 | </td> | 401 | </td> |
| 402 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><opt_material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual/param_1></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state/param_2></span></code></p></td> | 402 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><opt_material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual/param_1></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state/param_2></span></code></p></td> |
| 403 | <td><div·class="math"> | 403 | <td><div·class="math"> |
| 404 | <p><span·class="math">\int_{\cal{D}}·q·p·\mbox{·,·}·\int_{\cal{D}}·\ul{v}·\cdot | 404 | <p><span·class="math">\int_{\cal{D}}·q·p·\mbox{·,·}·\int_{\cal{D}}·\ul{v}·\cdot |
| 405 | \ul{u}\\·\int_\Gamma·\ul{v}·\cdot·\ul{n}·p·\mbox{·,·}·\int_\Gamma | 405 | \ul{u}\\·\int_\Gamma·\ul{v}·\cdot·\ul{n}·p·\mbox{·,·}·\int_\Gamma |
| 406 | q·\ul{n}·\cdot·\ul{u}·\mbox{·,·}\\·\int_{\cal{D}}·c·q·p·\mbox{·,·} | 406 | q·\ul{n}·\cdot·\ul{u}·\mbox{·,·}\\·\int_{\cal{D}}·c·q·p·\mbox{·,·} |
| 407 | \int_{\cal{D}}·c·\ul{v}·\cdot·\ul{u}·\mbox{·,·}·\int_{\cal{D}} | 407 | \int_{\cal{D}}·c·\ul{v}·\cdot·\ul{u}·\mbox{·,·}·\int_{\cal{D}} |
| 408 | \ul{v}·\cdot·\ull{c}·\cdot·\ul{u}</span></p> | 408 | \ul{v}·\cdot·\ull{c}·\cdot·\ul{u}</span></p> |
| 409 | </div></td> | 409 | </div></td> |
| 410 | <td><p><span·class="xref·std·std-ref"> | 410 | <td><p><span·class="xref·std·std-ref">ref.evp</span>,·<span·class="xref·std·std-ref">tim.poi</span>,·<span·class="xref·std·std-ref">hel.apa</span>,·<span·class="xref·std·std-ref">the.ele</span>,·<span·class="xref·std·std-ref">adv.2D</span>,·<span·class="xref·std·std-ref">tim.poi.exp</span>,·<s[·...·truncated·by·diffoscope;·len:·988,·SHA:·26d72d8ec2c4a6dd536e6e3f1c228a3aaccf120889585d9372100d1fc88d364f·...·]</span></p></td> |
| 411 | </tr> | 411 | </tr> |
| 412 | <tr·class="row-odd"><td><p>dw_elastic_wave</p> | 412 | <tr·class="row-odd"><td><p>dw_elastic_wave</p> |
| 413 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_elastic.html#sfepy.terms.terms_elastic.ElasticWaveTerm"·title="sfepy.terms.terms_elastic.ElasticWaveTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">ElasticWaveTerm</span></code></a></p> | 413 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_elastic.html#sfepy.terms.terms_elastic.ElasticWaveTerm"·title="sfepy.terms.terms_elastic.ElasticWaveTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">ElasticWaveTerm</span></code></a></p> |
| 414 | </td> | 414 | </td> |
| 415 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><material_1></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><material_2></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state></span></code></p></td> | 415 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><material_1></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><material_2></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state></span></code></p></td> |
| 416 | <td><div·class="math"> | 416 | <td><div·class="math"> |
| 417 | <p><span·class="math">\int_{\Omega}·D_{ijkl}\·g_{ij}(\ul{v})·g_{kl}(\ul{u})</span></p> | 417 | <p><span·class="math">\int_{\Omega}·D_{ijkl}\·g_{ij}(\ul{v})·g_{kl}(\ul{u})</span></p> |
| Offset 446, 35 lines modified | Offset 446, 35 lines modified | ||
| 446 | <td><div·class="math"> | 446 | <td><div·class="math"> |
| 447 | <p><span·class="math">\int_{\cal{D}}·\nabla·p·\mbox{·or·}·\int_{\cal{D}}·\nabla | 447 | <p><span·class="math">\int_{\cal{D}}·\nabla·p·\mbox{·or·}·\int_{\cal{D}}·\nabla |
| 448 | \ul{u}\\·\int_{\cal{D}}·c·\nabla·p·\mbox{·or·}·\int_{\cal{D}}·c | 448 | \ul{u}\\·\int_{\cal{D}}·c·\nabla·p·\mbox{·or·}·\int_{\cal{D}}·c |
| 449 | \nabla·\ul{u}</span></p> | 449 | \nabla·\ul{u}</span></p> |
| 450 | </div></td> | 450 | </div></td> |
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| Offset 32, 18 lines modified | Offset 32, 18 lines modified | ||
| 32 | ············································\nabla)·p)·q | 32 | ············································\nabla)·p)·q |
| 33 | ······························<material_1>,·\int_{\Gamma} | 33 | ······························<material_1>,·\int_{\Gamma} |
| 34 | dw_bc_newton··················<material_2>,·\alpha·q·(p·-·tim.hea.equ.mul.mat | 34 | dw_bc_newton··················<material_2>,·\alpha·q·(p·-·tim.hea.equ.mul.mat |
| 35 | BCNewtonTerm··················<virtual>,····p_{\rm | 35 | BCNewtonTerm··················<virtual>,····p_{\rm |
| 36 | ······························<state>·······outer}) | 36 | ······························<state>·······outer}) |
| 37 | ······························<material>,···\int_{\Omega} | 37 | ······························<material>,···\int_{\Omega} |
| 38 | ······························<virtual/·····p\·\alpha_ | 38 | ······························<virtual/·····p\·\alpha_ |
| 39 | ······························param_v>,·····{ij}·e_{ij}···bio,·the.ela, | 39 | ······························param_v>,·····{ij}·e_{ij}···bio.npb,·the.ela.ess, |
| 40 | dw_biot·······················<state/param_·(\ul{v})······bio.sho.syn, | 40 | dw_biot·······················<state/param_·(\ul{v})······bio.sho.syn, |
| 41 | BiotTerm······················s>············\mbox{·,·}···· | 41 | BiotTerm······················s>············\mbox{·,·}····bio.npb.lag,·bio, |
| 42 | ······························<material>,···\int_{\Omega}· | 42 | ······························<material>,···\int_{\Omega}·the.ela |
| 43 | ······························<state>,······q\·\alpha_ | 43 | ······························<state>,······q\·\alpha_ |
| 44 | ······························<virtual>·····{ij}·e_{ij} | 44 | ······························<virtual>·····{ij}·e_{ij} |
| 45 | ············································(\ul{u}) | 45 | ············································(\ul{u}) |
| 46 | ev_biot_stress················<material>,···-·\int_ | 46 | ev_biot_stress················<material>,···-·\int_ |
| 47 | BiotStressTerm················<parameter>···{\Omega} | 47 | BiotStressTerm················<parameter>···{\Omega} |
| 48 | ············································\alpha_{ij}·p | 48 | ············································\alpha_{ij}·p |
| 49 | ev_cauchy_strain····························\int_{\cal | 49 | ev_cauchy_strain····························\int_{\cal |
| Offset 74, 15 lines modified | Offset 74, 15 lines modified | ||
| 74 | ······························<state> | 74 | ······························<state> |
| 75 | ······························<material_f>,·\int_{\Gamma} | 75 | ······························<material_f>,·\int_{\Gamma} |
| 76 | dw_contact_sphere·············<material_c>,·\ul{v}·\cdot | 76 | dw_contact_sphere·············<material_c>,·\ul{v}·\cdot |
| 77 | ContactSphereTerm·············<material_r>,·f(d(\ul{u}))··ela.con.sph | 77 | ContactSphereTerm·············<material_r>,·f(d(\ul{u}))··ela.con.sph |
| 78 | ······························<virtual>,····\ul{n}(\ul | 78 | ······························<virtual>,····\ul{n}(\ul |
| 79 | ······························<state>·······{u}) | 79 | ······························<state>·······{u}) |
| 80 | ············································\int_{\Omega} | 80 | ············································\int_{\Omega} |
| 81 | dw_convect····················<virtual>,····((\ul{u}······nav.sto,·nav.sto | 81 | dw_convect····················<virtual>,····((\ul{u}······nav.sto.iga,·nav.sto, |
| 82 | ConvectTerm···················<state>·······\cdot·\nabla)·nav.sto | 82 | ConvectTerm···················<state>·······\cdot·\nabla)·nav.sto |
| 83 | ············································\ul{u})·\cdot | 83 | ············································\ul{u})·\cdot |
| 84 | ············································\ul{v} | 84 | ············································\ul{v} |
| 85 | ······························<virtual>,····\int_{\Omega} | 85 | ······························<virtual>,····\int_{\Omega} |
| 86 | dw_convect_v_grad_s···········<state_v>,····q·(\ul{u}·····poi.fun | 86 | dw_convect_v_grad_s···········<state_v>,····q·(\ul{u}·····poi.fun |
| 87 | ConvectVGradSTerm·············<state_s>·····\cdot·\nabla | 87 | ConvectVGradSTerm·············<state_s>·····\cdot·\nabla |
| 88 | ············································p) | 88 | ············································p) |
| Offset 103, 16 lines modified | Offset 103, 16 lines modified | ||
| 103 | ············································{\partial{T_ | 103 | ············································{\partial{T_ |
| 104 | ············································K}}·\ul{n} | 104 | ············································K}}·\ul{n} |
| 105 | ············································\cdot·\ul{f}^ | 105 | ············································\cdot·\ul{f}^ |
| 106 | ············································{*}·(p_{in}, | 106 | ············································{*}·(p_{in}, |
| 107 | ············································p_{out})q | 107 | ············································p_{out})q |
| 108 | ······························<opt_·········where | 108 | ······························<opt_·········where |
| 109 | ······························material>,····\ul{f}^{*}(p_ | 109 | ······························material>,····\ul{f}^{*}(p_ |
| 110 | dw_dg_advect_laxfrie_flux·····<material_····{in},·p_······adv. | 110 | dw_dg_advect_laxfrie_flux·····<material_····{in},·p_······adv.1D,·adv.dif.2D, |
| 111 | AdvectionDGFluxTerm···········advelo>,······{out})·=·\ul··adv. | 111 | AdvectionDGFluxTerm···········advelo>,······{out})·=·\ul··adv.2D |
| 112 | ······························<virtual>,····{a}·\frac{p_ | 112 | ······························<virtual>,····{a}·\frac{p_ |
| 113 | ······························<state>·······{in}·+·p_ | 113 | ······························<state>·······{in}·+·p_ |
| 114 | ············································{out}}{2}·+ | 114 | ············································{out}}{2}·+ |
| 115 | ············································(1·-·\alpha) | 115 | ············································(1·-·\alpha) |
| 116 | ············································\ul{n}·C | 116 | ············································\ul{n}·C |
| 117 | ············································\frac{·p_{in} | 117 | ············································\frac{·p_{in} |
| 118 | ············································-·p_{out}} | 118 | ············································-·p_{out}} |
| Offset 123, 16 lines modified | Offset 123, 16 lines modified | ||
| 123 | ············································\nabla·p | 123 | ············································\nabla·p |
| 124 | ············································\rangle·[q] | 124 | ············································\rangle·[q] |
| 125 | ············································\mbox{·,·} | 125 | ············································\mbox{·,·} |
| 126 | ············································\int_ | 126 | ············································\int_ |
| 127 | ············································{\partial{T_ | 127 | ············································{\partial{T_ |
| 128 | ······························<material>,···K}}·D·\langle | 128 | ······························<material>,···K}}·D·\langle |
| 129 | ······························<state>,······\nabla·q | 129 | ······························<state>,······\nabla·q |
| 130 | dw_dg_diffusion_flux··········<virtual>·····\rangle·[p]··· | 130 | dw_dg_diffusion_flux··········<virtual>·····\rangle·[p]···bur.2D,·adv.dif.2D, |
| 131 | DiffusionDGFluxTerm···········<material>,···where········· | 131 | DiffusionDGFluxTerm···········<material>,···where·········lap.2D |
| 132 | ······························<virtual>,····\langle | 132 | ······························<virtual>,····\langle |
| 133 | ······························<state>·······\nabla·\phi | 133 | ······························<state>·······\nabla·\phi |
| 134 | ············································\rangle·= | 134 | ············································\rangle·= |
| 135 | ············································\frac | 135 | ············································\frac |
| 136 | ············································{\nabla\phi_ | 136 | ············································{\nabla\phi_ |
| 137 | ············································{in}·+ | 137 | ············································{in}·+ |
| 138 | ············································\nabla\phi_ | 138 | ············································\nabla\phi_ |
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| 140 | ············································[\phi]·= | 140 | ············································[\phi]·= |
| 141 | ············································\phi_{in}·- | 141 | ············································\phi_{in}·- |
| 142 | ············································\phi_{out} | 142 | ············································\phi_{out} |
| 143 | ············································\int_ | 143 | ············································\int_ |
| 144 | ············································{\partial{T_ | 144 | ············································{\partial{T_ |
| 145 | ············································K}}·\bar{D} | 145 | ············································K}}·\bar{D} |
| 146 | ······························<material>,···C_w·\frac | 146 | ······························<material>,···C_w·\frac |
| 147 | dw_dg_interior_penalty········<material_····{Ord^2}{d····· | 147 | dw_dg_interior_penalty········<material_····{Ord^2}{d·····bur.2D,·adv.dif.2D, |
| 148 | DiffusionInteriorPenaltyTerm··Cw>,··········(\partial{T_·· | 148 | DiffusionInteriorPenaltyTerm··Cw>,··········(\partial{T_··lap.2D |
| 149 | ······························<virtual>,····K})}[p][q] | 149 | ······························<virtual>,····K})}[p][q] |
| 150 | ······························<state>·······where | 150 | ······························<state>·······where |
| 151 | ············································[\phi]·= | 151 | ············································[\phi]·= |
| 152 | ············································\phi_{in}·- | 152 | ············································\phi_{in}·- |
| 153 | ············································\phi_{out} | 153 | ············································\phi_{out} |
| 154 | ············································\int_ | 154 | ············································\int_ |
| 155 | ············································{\partial{T_ | 155 | ············································{\partial{T_ |
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| 166 | ············································\ul{f}(p_ | 166 | ············································\ul{f}(p_ |
| 167 | ············································{out})}{2}·+ | 167 | ············································{out})}{2}·+ |
| 168 | ············································(1·-·\alpha) | 168 | ············································(1·-·\alpha) |
| 169 | ············································\ul{n}·C | 169 | ············································\ul{n}·C |
| 170 | ············································\frac{·p_{in} | 170 | ············································\frac{·p_{in} |
| 171 | ············································-·p_{out}} | 171 | ············································-·p_{out}} |
| 172 | ············································{2}, | 172 | ············································{2}, |
| 173 | ······························<material>,···\int_{\Omega}· | 173 | ······························<material>,···\int_{\Omega}·bio.npb,·bio.sho.syn, |
| 174 | dw_diffusion··················<virtual/·····K_{ij}········ | 174 | dw_diffusion··················<virtual/·····K_{ij}········bio.npb.lag,·bio, |
| 175 | DiffusionTerm·················param_1>,·····\nabla_i·q···· | 175 | DiffusionTerm·················param_1>,·····\nabla_i·q····dar.flo.mul,·pie.ela, |
| 176 | ······························<state/param_·\nabla_j·p···· | 176 | ······························<state/param_·\nabla_j·p····vib.aco,·pie.ela, |
| 177 | ······························2>·························· | 177 | ······························2>··························poi.neu |
| 178 | ······························<material>,···\int_{\Omega} | 178 | ······························<material>,···\int_{\Omega} |
| 179 | ······························<virtual/·····p·K_{j} | 179 | ······························<virtual/·····p·K_{j} |
| 180 | ······························param_1>,·····\nabla_j·q | 180 | ······························param_1>,·····\nabla_j·q |
| 181 | dw_diffusion_coupling·········<state/param_·\mbox{·,·} | 181 | dw_diffusion_coupling·········<state/param_·\mbox{·,·} |
| 182 | DiffusionCoupling·············2>············\int_{\Omega} | 182 | DiffusionCoupling·············2>············\int_{\Omega} |
| 183 | ······························<material>,···q·K_{j} | 183 | ······························<material>,···q·K_{j} |
| 184 | ······························<state>,······\nabla_j·p | 184 | ······························<state>,······\nabla_j·p |
| Offset 202, 40 lines modified | Offset 202, 40 lines modified | ||
| 202 | DivOperatorTerm···············material>,····{·or·}·\int_ | 202 | DivOperatorTerm···············material>,····{·or·}·\int_ |
| 203 | ······························<virtual>·····{\Omega}·c | 203 | ······························<virtual>·····{\Omega}·c |
| 204 | ············································\nabla·\cdot | 204 | ············································\nabla·\cdot |
| 205 | ············································\ul{v} | 205 | ············································\ul{v} |
| 206 | ············································\int_{\Omega} | 206 | ············································\int_{\Omega} |
| 207 | ······························<opt_·········\nu\·\nabla | 207 | ······························<opt_·········\nu\·\nabla |
| 208 | ······························material>,····\ul{v}·: | 208 | ······························material>,····\ul{v}·: |
| 209 | dw_div_grad···················<virtual/·····\nabla·\ul{u}· | 209 | dw_div_grad···················<virtual/·····\nabla·\ul{u}·nav.sto,·sta.nav.sto, |
| 210 | DivGradTerm···················param_1>,·····\mbox{·,·}···· | 210 | DivGradTerm···················param_1>,·····\mbox{·,·}····nav.sto,·nav.sto.iga, |
| 211 | ······························<state/param_·\int_{\Omega}· | 211 | ······························<state/param_·\int_{\Omega}·sto,·sto.sli.bc |
| 212 | ······························2>············\nabla·\ul{v} | 212 | ······························2>············\nabla·\ul{v} |
| 213 | ············································:·\nabla·\ul | 213 | ············································:·\nabla·\ul |
| 214 | ············································{u} | 214 | ············································{u} |
| 215 | ············································\int_{\cal | 215 | ············································\int_{\cal |
| 216 | ············································{D}}·q·p | 216 | ············································{D}}·q·p |
| 217 | ············································\mbox{·,·} | 217 | ············································\mbox{·,·} |
| 218 | ············································\int_{\cal | 218 | ············································\int_{\cal |
| 219 | ············································{D}}·\ul{v} | 219 | ············································{D}}·\ul{v}···ref.evp,·tim.poi, |
| 220 | ············································\cdot·\ul·····poi.per.bou.con, | ||
| 221 | ············································{u}\\·\int_···sto.sli.bc, | ||
| 222 | ············································\Gamma·\ul{v}·dar.flo.mul,·bur.2D, | ||
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| 373 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual/param_v></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state/param_s></span></code></p> | 373 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual/param_v></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state/param_s></span></code></p> |
| 374 | <p><code·class="docutils·literal·notranslate"><span·class="pre"><material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual></span></code></p> | 374 | <p><code·class="docutils·literal·notranslate"><span·class="pre"><material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual></span></code></p> |
| 375 | </td> | 375 | </td> |
| 376 | <td><div·class="math"> | 376 | <td><div·class="math"> |
| 377 | <p><span·class="math">\int_{\Omega}·p\·\alpha_{ij}·e_{ij}(\ul{v})·\mbox{·,·} | 377 | <p><span·class="math">\int_{\Omega}·p\·\alpha_{ij}·e_{ij}(\ul{v})·\mbox{·,·} |
| 378 | \int_{\Omega}·q\·\alpha_{ij}·e_{ij}(\ul{u})</span></p> | 378 | \int_{\Omega}·q\·\alpha_{ij}·e_{ij}(\ul{u})</span></p> |
| 379 | </div></td> | 379 | </div></td> |
| 380 | <td><p><span·class="xref·std·std-ref">bio</span>,·<span·class="xref·std·std-ref">the.ela</span>,·<span·class="xref·std·std-ref">bio.sho.syn</span>,·<span·class="xref·std·std-ref">bio.npb</span>,·<span·class="xref·std·std-ref"> | 380 | <td><p><span·class="xref·std·std-ref">bio.npb</span>,·<span·class="xref·std·std-ref">the.ela.ess</span>,·<span·class="xref·std·std-ref">bio.sho.syn</span>,·<span·class="xref·std·std-ref">bio.npb.lag</span>,·<span·class="xref·std·std-ref">bio</span>,·<span·class="xref·std·std-ref">the.ela</span></p></td> |
| 381 | </tr> | 381 | </tr> |
| 382 | <tr·class="row-odd"><td><p>ev_biot_stress</p> | 382 | <tr·class="row-odd"><td><p>ev_biot_stress</p> |
| 383 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_biot.html#sfepy.terms.terms_biot.BiotStressTerm"·title="sfepy.terms.terms_biot.BiotStressTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">BiotStressTerm</span></code></a></p> | 383 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_biot.html#sfepy.terms.terms_biot.BiotStressTerm"·title="sfepy.terms.terms_biot.BiotStressTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">BiotStressTerm</span></code></a></p> |
| 384 | </td> | 384 | </td> |
| 385 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><parameter></span></code></p></td> | 385 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><parameter></span></code></p></td> |
| 386 | <td><div·class="math"> | 386 | <td><div·class="math"> |
| 387 | <p><span·class="math">-·\int_{\Omega}·\alpha_{ij}·p</span></p> | 387 | <p><span·class="math">-·\int_{\Omega}·\alpha_{ij}·p</span></p> |
| Offset 446, 15 lines modified | Offset 446, 15 lines modified | ||
| 446 | <tr·class="row-even"><td><p>dw_convect</p> | 446 | <tr·class="row-even"><td><p>dw_convect</p> |
| 447 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_navier_stokes.html#sfepy.terms.terms_navier_stokes.ConvectTerm"·title="sfepy.terms.terms_navier_stokes.ConvectTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">ConvectTerm</span></code></a></p> | 447 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_navier_stokes.html#sfepy.terms.terms_navier_stokes.ConvectTerm"·title="sfepy.terms.terms_navier_stokes.ConvectTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">ConvectTerm</span></code></a></p> |
| 448 | </td> | 448 | </td> |
| 449 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><virtual></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state></span></code></p></td> | 449 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><virtual></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state></span></code></p></td> |
| 450 | <td><div·class="math"> | 450 | <td><div·class="math"> |
| 451 | <p><span·class="math">\int_{\Omega}·((\ul{u}·\cdot·\nabla)·\ul{u})·\cdot·\ul{v}</span></p> | 451 | <p><span·class="math">\int_{\Omega}·((\ul{u}·\cdot·\nabla)·\ul{u})·\cdot·\ul{v}</span></p> |
| 452 | </div></td> | 452 | </div></td> |
| 453 | <td><p><span·class="xref·std·std-ref">nav.sto</span>,·<span·class="xref·std·std-ref">nav.sto | 453 | <td><p><span·class="xref·std·std-ref">nav.sto.iga</span>,·<span·class="xref·std·std-ref">nav.sto</span>,·<span·class="xref·std·std-ref">nav.sto</span></p></td> |
| 454 | </tr> | 454 | </tr> |
| 455 | <tr·class="row-odd"><td><p>dw_convect_v_grad_s</p> | 455 | <tr·class="row-odd"><td><p>dw_convect_v_grad_s</p> |
| 456 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_diffusion.html#sfepy.terms.terms_diffusion.ConvectVGradSTerm"·title="sfepy.terms.terms_diffusion.ConvectVGradSTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">ConvectVGradSTerm</span></code></a></p> | 456 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_diffusion.html#sfepy.terms.terms_diffusion.ConvectVGradSTerm"·title="sfepy.terms.terms_diffusion.ConvectVGradSTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">ConvectVGradSTerm</span></code></a></p> |
| 457 | </td> | 457 | </td> |
| 458 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><virtual></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state_v></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state_s></span></code></p></td> | 458 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><virtual></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state_v></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state_s></span></code></p></td> |
| 459 | <td><div·class="math"> | 459 | <td><div·class="math"> |
| 460 | <p><span·class="math">\int_{\Omega}·q·(\ul{u}·\cdot·\nabla·p)</span></p> | 460 | <p><span·class="math">\int_{\Omega}·q·(\ul{u}·\cdot·\nabla·p)</span></p> |
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| 480 | <p><span·class="math">\int_{\partial{T_K}}·\ul{n}·\cdot·\ul{f}^{*}·(p_{in}, | 480 | <p><span·class="math">\int_{\partial{T_K}}·\ul{n}·\cdot·\ul{f}^{*}·(p_{in}, |
| 481 | p_{out})q</span></p> | 481 | p_{out})q</span></p> |
| 482 | </div><p>where</p> | 482 | </div><p>where</p> |
| 483 | <div·class="math"> | 483 | <div·class="math"> |
| 484 | <p><span·class="math">\ul{f}^{*}(p_{in},·p_{out})·=·\ul{a}·\frac{p_{in}·+ | 484 | <p><span·class="math">\ul{f}^{*}(p_{in},·p_{out})·=·\ul{a}·\frac{p_{in}·+ |
| 485 | p_{out}}{2}·+·(1·-·\alpha)·\ul{n}·C·\frac{·p_{in}·-·p_{out}}{2},</span></p> | 485 | p_{out}}{2}·+·(1·-·\alpha)·\ul{n}·C·\frac{·p_{in}·-·p_{out}}{2},</span></p> |
| 486 | </div></td> | 486 | </div></td> |
| 487 | <td><p><span·class="xref·std·std-ref">adv. | 487 | <td><p><span·class="xref·std·std-ref">adv.1D</span>,·<span·class="xref·std·std-ref">adv.dif.2D</span>,·<span·class="xref·std·std-ref">adv.2D</span></p></td> |
| 488 | </tr> | 488 | </tr> |
| 489 | <tr·class="row-even"><td><p>dw_dg_diffusion_flux</p> | 489 | <tr·class="row-even"><td><p>dw_dg_diffusion_flux</p> |
| 490 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_dg.html#sfepy.terms.terms_dg.DiffusionDGFluxTerm"·title="sfepy.terms.terms_dg.DiffusionDGFluxTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">DiffusionDGFluxTerm</span></code></a></p> | 490 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_dg.html#sfepy.terms.terms_dg.DiffusionDGFluxTerm"·title="sfepy.terms.terms_dg.DiffusionDGFluxTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">DiffusionDGFluxTerm</span></code></a></p> |
| 491 | </td> | 491 | </td> |
| 492 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual></span></code></p> | 492 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual></span></code></p> |
| 493 | <p><code·class="docutils·literal·notranslate"><span·class="pre"><material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state></span></code></p> | 493 | <p><code·class="docutils·literal·notranslate"><span·class="pre"><material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state></span></code></p> |
| 494 | </td> | 494 | </td> |
| Offset 498, 28 lines modified | Offset 498, 28 lines modified | ||
| 498 | </div><p>where</p> | 498 | </div><p>where</p> |
| 499 | <div·class="math"> | 499 | <div·class="math"> |
| 500 | <p><span·class="math">\langle·\nabla·\phi·\rangle·=·\frac{\nabla\phi_{in}·+ | 500 | <p><span·class="math">\langle·\nabla·\phi·\rangle·=·\frac{\nabla\phi_{in}·+ |
| 501 | \nabla\phi_{out}}{2}</span></p> | 501 | \nabla\phi_{out}}{2}</span></p> |
| 502 | </div><div·class="math"> | 502 | </div><div·class="math"> |
| 503 | <p><span·class="math">[\phi]·=·\phi_{in}·-·\phi_{out}</span></p> | 503 | <p><span·class="math">[\phi]·=·\phi_{in}·-·\phi_{out}</span></p> |
| 504 | </div></td> | 504 | </div></td> |
| 505 | <td><p><span·class="xref·std·std-ref"> | 505 | <td><p><span·class="xref·std·std-ref">bur.2D</span>,·<span·class="xref·std·std-ref">adv.dif.2D</span>,·<span·class="xref·std·std-ref">lap.2D</span></p></td> |
| 506 | </tr> | 506 | </tr> |
| 507 | <tr·class="row-odd"><td><p>dw_dg_interior_penalty</p> | 507 | <tr·class="row-odd"><td><p>dw_dg_interior_penalty</p> |
| 508 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_dg.html#sfepy.terms.terms_dg.DiffusionInteriorPenaltyTerm"·title="sfepy.terms.terms_dg.DiffusionInteriorPenaltyTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">DiffusionInteriorPenaltyTerm</span></code></a></p> | 508 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_dg.html#sfepy.terms.terms_dg.DiffusionInteriorPenaltyTerm"·title="sfepy.terms.terms_dg.DiffusionInteriorPenaltyTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">DiffusionInteriorPenaltyTerm</span></code></a></p> |
| 509 | </td> | 509 | </td> |
| 510 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><material_Cw></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state></span></code></p></td> | 510 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><material_Cw></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state></span></code></p></td> |
| 511 | <td><div·class="math"> | 511 | <td><div·class="math"> |
| 512 | <p><span·class="math">\int_{\partial{T_K}}·\bar{D}·C_w | 512 | <p><span·class="math">\int_{\partial{T_K}}·\bar{D}·C_w |
| 513 | \frac{Ord^2}{d(\partial{T_K})}[p][q]</span></p> | 513 | \frac{Ord^2}{d(\partial{T_K})}[p][q]</span></p> |
| 514 | </div><p>where</p> | 514 | </div><p>where</p> |
| 515 | <div·class="math"> | 515 | <div·class="math"> |
| 516 | <p><span·class="math">[\phi]·=·\phi_{in}·-·\phi_{out}</span></p> | 516 | <p><span·class="math">[\phi]·=·\phi_{in}·-·\phi_{out}</span></p> |
| 517 | </div></td> | 517 | </div></td> |
| 518 | <td><p><span·class="xref·std·std-ref"> | 518 | <td><p><span·class="xref·std·std-ref">bur.2D</span>,·<span·class="xref·std·std-ref">adv.dif.2D</span>,·<span·class="xref·std·std-ref">lap.2D</span></p></td> |
| 519 | </tr> | 519 | </tr> |
| 520 | <tr·class="row-even"><td><p>dw_dg_nonlinear_laxfrie_flux</p> | 520 | <tr·class="row-even"><td><p>dw_dg_nonlinear_laxfrie_flux</p> |
| 521 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_dg.html#sfepy.terms.terms_dg.NonlinearHyperbolicDGFluxTerm"·title="sfepy.terms.terms_dg.NonlinearHyperbolicDGFluxTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">NonlinearHyperbolicDGFluxTerm</span></code></a></p> | 521 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_dg.html#sfepy.terms.terms_dg.NonlinearHyperbolicDGFluxTerm"·title="sfepy.terms.terms_dg.NonlinearHyperbolicDGFluxTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">NonlinearHyperbolicDGFluxTerm</span></code></a></p> |
| 522 | </td> | 522 | </td> |
| 523 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><opt_material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><fun></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><fun_d></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state></span></code></p></td> | 523 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><opt_material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><fun></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><fun_d></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state></span></code></p></td> |
| 524 | <td><div·class="math"> | 524 | <td><div·class="math"> |
| 525 | <p><span·class="math">\int_{\partial{T_K}}·\ul{n}·\cdot·f^{*}·(p_{in},·p_{out})q</span></p> | 525 | <p><span·class="math">\int_{\partial{T_K}}·\ul{n}·\cdot·f^{*}·(p_{in},·p_{out})q</span></p> |
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| 534 | <tr·class="row-odd"><td><p>dw_diffusion</p> | 534 | <tr·class="row-odd"><td><p>dw_diffusion</p> |
| 535 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_diffusion.html#sfepy.terms.terms_diffusion.DiffusionTerm"·title="sfepy.terms.terms_diffusion.DiffusionTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">DiffusionTerm</span></code></a></p> | 535 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_diffusion.html#sfepy.terms.terms_diffusion.DiffusionTerm"·title="sfepy.terms.terms_diffusion.DiffusionTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">DiffusionTerm</span></code></a></p> |
| 536 | </td> | 536 | </td> |
| 537 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual/param_1></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state/param_2></span></code></p></td> | 537 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual/param_1></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state/param_2></span></code></p></td> |
| 538 | <td><div·class="math"> | 538 | <td><div·class="math"> |
| 539 | <p><span·class="math">\int_{\Omega}·K_{ij}·\nabla_i·q·\nabla_j·p</span></p> | 539 | <p><span·class="math">\int_{\Omega}·K_{ij}·\nabla_i·q·\nabla_j·p</span></p> |
| 540 | </div></td> | 540 | </div></td> |
| 541 | <td><p><span·class="xref·std·std-ref"> | 541 | <td><p><span·class="xref·std·std-ref">bio.npb</span>,·<span·class="xref·std·std-ref">bio.sho.syn</span>,·<span·class="xref·std·std-ref">bio.npb.lag</span>,·<span·class="xref·std·std-ref">bio</span>,·<span·class="xref·std·std-ref">dar.flo.mul</span>,·<span·class="xref·std·std-ref">pie.ela</span[·...·truncated·by·diffoscope;·len:·135,·SHA:·9ada23da8af7aaa29c89f999604173d8243cd64ac811e8df9b7f5dcec8a2ca40·...·]</span></p></td> |
| 542 | </tr> | 542 | </tr> |
| 543 | <tr·class="row-even"><td><p>dw_diffusion_coupling</p> | 543 | <tr·class="row-even"><td><p>dw_diffusion_coupling</p> |
| 544 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_diffusion.html#sfepy.terms.terms_diffusion.DiffusionCoupling"·title="sfepy.terms.terms_diffusion.DiffusionCoupling"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">DiffusionCoupling</span></code></a></p> | 544 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_diffusion.html#sfepy.terms.terms_diffusion.DiffusionCoupling"·title="sfepy.terms.terms_diffusion.DiffusionCoupling"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">DiffusionCoupling</span></code></a></p> |
| 545 | </td> | 545 | </td> |
| 546 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual/param_1></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state/param_2></span></code></p> | 546 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual/param_1></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state/param_2></span></code></p> |
| 547 | <p><code·class="docutils·literal·notranslate"><span·class="pre"><material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual></span></code></p> | 547 | <p><code·class="docutils·literal·notranslate"><span·class="pre"><material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual></span></code></p> |
| 548 | </td> | 548 | </td> |
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| 594 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_navier_stokes.html#sfepy.terms.terms_navier_stokes.DivGradTerm"·title="sfepy.terms.terms_navier_stokes.DivGradTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">DivGradTerm</span></code></a></p> | 594 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_navier_stokes.html#sfepy.terms.terms_navier_stokes.DivGradTerm"·title="sfepy.terms.terms_navier_stokes.DivGradTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">DivGradTerm</span></code></a></p> |
| 595 | </td> | 595 | </td> |
| 596 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><opt_material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual/param_1></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state/param_2></span></code></p></td> | 596 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><opt_material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual/param_1></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state/param_2></span></code></p></td> |
| 597 | <td><div·class="math"> | 597 | <td><div·class="math"> |
| 598 | <p><span·class="math">\int_{\Omega}·\nu\·\nabla·\ul{v}·:·\nabla·\ul{u}·\mbox{·, | 598 | <p><span·class="math">\int_{\Omega}·\nu\·\nabla·\ul{v}·:·\nabla·\ul{u}·\mbox{·, |
| 599 | }·\int_{\Omega}·\nabla·\ul{v}·:·\nabla·\ul{u}</span></p> | 599 | }·\int_{\Omega}·\nabla·\ul{v}·:·\nabla·\ul{u}</span></p> |
| 600 | </div></td> | 600 | </div></td> |
| 601 | <td><p><span·class="xref·std·std-ref"> | 601 | <td><p><span·class="xref·std·std-ref">nav.sto</span>,·<span·class="xref·std·std-ref">sta.nav.sto</span>,·<span·class="xref·std·std-ref">nav.sto</span>,·<span·class="xref·std·std-ref">nav.sto.iga</span>,·<span·class="xref·std·std-ref">sto</span>,·<span·class="xref·std·std-ref">sto.sli.bc</span></p></td> |
| 602 | </tr> | 602 | </tr> |
| 603 | <tr·class="row-even"><td><p>dw_dot</p> | 603 | <tr·class="row-even"><td><p>dw_dot</p> |
| 604 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_dot.html#sfepy.terms.terms_dot.DotProductTerm"·title="sfepy.terms.terms_dot.DotProductTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">DotProductTerm</span></code></a></p> | 604 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_dot.html#sfepy.terms.terms_dot.DotProductTerm"·title="sfepy.terms.terms_dot.DotProductTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">DotProductTerm</span></code></a></p> |
| 605 | </td> | 605 | </td> |
| 606 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><opt_material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual/param_1></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state/param_2></span></code></p></td> | 606 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><opt_material></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual/param_1></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state/param_2></span></code></p></td> |
| 607 | <td><div·class="math"> | 607 | <td><div·class="math"> |
| 608 | <p><span·class="math">\int_{\cal{D}}·q·p·\mbox{·,·}·\int_{\cal{D}}·\ul{v}·\cdot | 608 | <p><span·class="math">\int_{\cal{D}}·q·p·\mbox{·,·}·\int_{\cal{D}}·\ul{v}·\cdot |
| 609 | \ul{u}\\·\int_\Gamma·\ul{v}·\cdot·\ul{n}·p·\mbox{·,·}·\int_\Gamma | 609 | \ul{u}\\·\int_\Gamma·\ul{v}·\cdot·\ul{n}·p·\mbox{·,·}·\int_\Gamma |
| 610 | q·\ul{n}·\cdot·\ul{u}·\mbox{·,·}\\·\int_{\cal{D}}·c·q·p·\mbox{·,·} | 610 | q·\ul{n}·\cdot·\ul{u}·\mbox{·,·}\\·\int_{\cal{D}}·c·q·p·\mbox{·,·} |
| 611 | \int_{\cal{D}}·c·\ul{v}·\cdot·\ul{u}·\mbox{·,·}·\int_{\cal{D}} | 611 | \int_{\cal{D}}·c·\ul{v}·\cdot·\ul{u}·\mbox{·,·}·\int_{\cal{D}} |
| 612 | \ul{v}·\cdot·\ull{c}·\cdot·\ul{u}</span></p> | 612 | \ul{v}·\cdot·\ull{c}·\cdot·\ul{u}</span></p> |
| 613 | </div></td> | 613 | </div></td> |
| 614 | <td><p><span·class="xref·std·std-ref"> | 614 | <td><p><span·class="xref·std·std-ref">ref.evp</span>,·<span·class="xref·std·std-ref">tim.poi</span>,·<span·class="xref·std·std-ref">hel.apa</span>,·<span·class="xref·std·std-ref">the.ele</span>,·<span·class="xref·std·std-ref">adv.2D</span>,·<span·class="xref·std·std-ref">tim.poi.exp</span>,·<s[·...·truncated·by·diffoscope;·len:·988,·SHA:·26d72d8ec2c4a6dd536e6e3f1c228a3aaccf120889585d9372100d1fc88d364f·...·]</span></p></td> |
| 615 | </tr> | 615 | </tr> |
| 616 | <tr·class="row-odd"><td><p>dw_elastic_wave</p> | 616 | <tr·class="row-odd"><td><p>dw_elastic_wave</p> |
| 617 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_elastic.html#sfepy.terms.terms_elastic.ElasticWaveTerm"·title="sfepy.terms.terms_elastic.ElasticWaveTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">ElasticWaveTerm</span></code></a></p> | 617 | <p><a·class="reference·internal"·href="src/sfepy/terms/terms_elastic.html#sfepy.terms.terms_elastic.ElasticWaveTerm"·title="sfepy.terms.terms_elastic.ElasticWaveTerm"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">ElasticWaveTerm</span></code></a></p> |
| 618 | </td> | 618 | </td> |
| 619 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><material_1></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><material_2></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state></span></code></p></td> | 619 | <td><p><code·class="docutils·literal·notranslate"><span·class="pre"><material_1></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><material_2></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><virtual></span></code>,·<code·class="docutils·literal·notranslate"><span·class="pre"><state></span></code></p></td> |
| 620 | <td><div·class="math"> | 620 | <td><div·class="math"> |
| 621 | <p><span·class="math">\int_{\Omega}·D_{ijkl}\·g_{ij}(\ul{v})·g_{kl}(\ul{u})</span></p> | 621 | <p><span·class="math">\int_{\Omega}·D_{ijkl}\·g_{ij}(\ul{v})·g_{kl}(\ul{u})</span></p> |
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| 650 | <td><div·class="math"> | 650 | <td><div·class="math"> |
| 651 | <p><span·class="math">\int_{\cal{D}}·\nabla·p·\mbox{·or·}·\int_{\cal{D}}·\nabla | 651 | <p><span·class="math">\int_{\cal{D}}·\nabla·p·\mbox{·or·}·\int_{\cal{D}}·\nabla |
| 652 | \ul{u}\\·\int_{\cal{D}}·c·\nabla·p·\mbox{·or·}·\int_{\cal{D}}·c | 652 | \ul{u}\\·\int_{\cal{D}}·c·\nabla·p·\mbox{·or·}·\int_{\cal{D}}·c |
| 653 | \nabla·\ul{u}</span></p> | 653 | \nabla·\ul{u}</span></p> |
| 654 | </div></td> | 654 | </div></td> |
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| 117 | ············································\nabla)·p)·q | 117 | ············································\nabla)·p)·q |
| 118 | ······························<material_1>,·\int_{\Gamma} | 118 | ······························<material_1>,·\int_{\Gamma} |
| 119 | dw_bc_newton··················<material_2>,·\alpha·q·(p·-·tim.hea.equ.mul.mat | 119 | dw_bc_newton··················<material_2>,·\alpha·q·(p·-·tim.hea.equ.mul.mat |
| 120 | BCNewtonTerm··················<virtual>,····p_{\rm | 120 | BCNewtonTerm··················<virtual>,····p_{\rm |
| 121 | ······························<state>·······outer}) | 121 | ······························<state>·······outer}) |
| 122 | ······························<material>,···\int_{\Omega} | 122 | ······························<material>,···\int_{\Omega} |
| 123 | ······························<virtual/·····p\·\alpha_ | 123 | ······························<virtual/·····p\·\alpha_ |
| 124 | ······························param_v>,·····{ij}·e_{ij}···bio,·the.ela, | 124 | ······························param_v>,·····{ij}·e_{ij}···bio.npb,·the.ela.ess, |
| 125 | dw_biot·······················<state/param_·(\ul{v})······bio.sho.syn, | 125 | dw_biot·······················<state/param_·(\ul{v})······bio.sho.syn, |
| 126 | BiotTerm······················s>············\mbox{·,·}···· | 126 | BiotTerm······················s>············\mbox{·,·}····bio.npb.lag,·bio, |
| 127 | ······························<material>,···\int_{\Omega}· | 127 | ······························<material>,···\int_{\Omega}·the.ela |
| 128 | ······························<state>,······q\·\alpha_ | 128 | ······························<state>,······q\·\alpha_ |
| 129 | ······························<virtual>·····{ij}·e_{ij} | 129 | ······························<virtual>·····{ij}·e_{ij} |
| 130 | ············································(\ul{u}) | 130 | ············································(\ul{u}) |
| 131 | ev_biot_stress················<material>,···-·\int_ | 131 | ev_biot_stress················<material>,···-·\int_ |
| 132 | BiotStressTerm················<parameter>···{\Omega} | 132 | BiotStressTerm················<parameter>···{\Omega} |
| 133 | ············································\alpha_{ij}·p | 133 | ············································\alpha_{ij}·p |
| 134 | ev_cauchy_strain····························\int_{\cal | 134 | ev_cauchy_strain····························\int_{\cal |
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| 159 | ······························<state> | 159 | ······························<state> |
| 160 | ······························<material_f>,·\int_{\Gamma} | 160 | ······························<material_f>,·\int_{\Gamma} |
| 161 | dw_contact_sphere·············<material_c>,·\ul{v}·\cdot | 161 | dw_contact_sphere·············<material_c>,·\ul{v}·\cdot |
| 162 | ContactSphereTerm·············<material_r>,·f(d(\ul{u}))··ela.con.sph | 162 | ContactSphereTerm·············<material_r>,·f(d(\ul{u}))··ela.con.sph |
| 163 | ······························<virtual>,····\ul{n}(\ul | 163 | ······························<virtual>,····\ul{n}(\ul |
| 164 | ······························<state>·······{u}) | 164 | ······························<state>·······{u}) |
| 165 | ············································\int_{\Omega} | 165 | ············································\int_{\Omega} |
| 166 | dw_convect····················<virtual>,····((\ul{u}······nav.sto,·nav.sto | 166 | dw_convect····················<virtual>,····((\ul{u}······nav.sto.iga,·nav.sto, |
| 167 | ConvectTerm···················<state>·······\cdot·\nabla)·nav.sto | 167 | ConvectTerm···················<state>·······\cdot·\nabla)·nav.sto |
| 168 | ············································\ul{u})·\cdot | 168 | ············································\ul{u})·\cdot |
| 169 | ············································\ul{v} | 169 | ············································\ul{v} |
| 170 | ······························<virtual>,····\int_{\Omega} | 170 | ······························<virtual>,····\int_{\Omega} |
| 171 | dw_convect_v_grad_s···········<state_v>,····q·(\ul{u}·····poi.fun | 171 | dw_convect_v_grad_s···········<state_v>,····q·(\ul{u}·····poi.fun |
| 172 | ConvectVGradSTerm·············<state_s>·····\cdot·\nabla | 172 | ConvectVGradSTerm·············<state_s>·····\cdot·\nabla |
| 173 | ············································p) | 173 | ············································p) |
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| 188 | ············································{\partial{T_ | 188 | ············································{\partial{T_ |
| 189 | ············································K}}·\ul{n} | 189 | ············································K}}·\ul{n} |
| 190 | ············································\cdot·\ul{f}^ | 190 | ············································\cdot·\ul{f}^ |
| 191 | ············································{*}·(p_{in}, | 191 | ············································{*}·(p_{in}, |
| 192 | ············································p_{out})q | 192 | ············································p_{out})q |
| 193 | ······························<opt_·········where | 193 | ······························<opt_·········where |
| 194 | ······························material>,····\ul{f}^{*}(p_ | 194 | ······························material>,····\ul{f}^{*}(p_ |
| 195 | dw_dg_advect_laxfrie_flux·····<material_····{in},·p_······adv. | 195 | dw_dg_advect_laxfrie_flux·····<material_····{in},·p_······adv.1D,·adv.dif.2D, |
| 196 | AdvectionDGFluxTerm···········advelo>,······{out})·=·\ul··adv. | 196 | AdvectionDGFluxTerm···········advelo>,······{out})·=·\ul··adv.2D |
| 197 | ······························<virtual>,····{a}·\frac{p_ | 197 | ······························<virtual>,····{a}·\frac{p_ |
| 198 | ······························<state>·······{in}·+·p_ | 198 | ······························<state>·······{in}·+·p_ |
| 199 | ············································{out}}{2}·+ | 199 | ············································{out}}{2}·+ |
| 200 | ············································(1·-·\alpha) | 200 | ············································(1·-·\alpha) |
| 201 | ············································\ul{n}·C | 201 | ············································\ul{n}·C |
| 202 | ············································\frac{·p_{in} | 202 | ············································\frac{·p_{in} |
| 203 | ············································-·p_{out}} | 203 | ············································-·p_{out}} |
| Offset 208, 16 lines modified | Offset 208, 16 lines modified | ||
| 208 | ············································\nabla·p | 208 | ············································\nabla·p |
| 209 | ············································\rangle·[q] | 209 | ············································\rangle·[q] |
| 210 | ············································\mbox{·,·} | 210 | ············································\mbox{·,·} |
| 211 | ············································\int_ | 211 | ············································\int_ |
| 212 | ············································{\partial{T_ | 212 | ············································{\partial{T_ |
| 213 | ······························<material>,···K}}·D·\langle | 213 | ······························<material>,···K}}·D·\langle |
| 214 | ······························<state>,······\nabla·q | 214 | ······························<state>,······\nabla·q |
| 215 | dw_dg_diffusion_flux··········<virtual>·····\rangle·[p]··· | 215 | dw_dg_diffusion_flux··········<virtual>·····\rangle·[p]···bur.2D,·adv.dif.2D, |
| 216 | DiffusionDGFluxTerm···········<material>,···where········· | 216 | DiffusionDGFluxTerm···········<material>,···where·········lap.2D |
| 217 | ······························<virtual>,····\langle | 217 | ······························<virtual>,····\langle |
| 218 | ······························<state>·······\nabla·\phi | 218 | ······························<state>·······\nabla·\phi |
| 219 | ············································\rangle·= | 219 | ············································\rangle·= |
| 220 | ············································\frac | 220 | ············································\frac |
| 221 | ············································{\nabla\phi_ | 221 | ············································{\nabla\phi_ |
| 222 | ············································{in}·+ | 222 | ············································{in}·+ |
| 223 | ············································\nabla\phi_ | 223 | ············································\nabla\phi_ |
| Offset 225, 16 lines modified | Offset 225, 16 lines modified | ||
| 225 | ············································[\phi]·= | 225 | ············································[\phi]·= |
| 226 | ············································\phi_{in}·- | 226 | ············································\phi_{in}·- |
| 227 | ············································\phi_{out} | 227 | ············································\phi_{out} |
| 228 | ············································\int_ | 228 | ············································\int_ |
| 229 | ············································{\partial{T_ | 229 | ············································{\partial{T_ |
| 230 | ············································K}}·\bar{D} | 230 | ············································K}}·\bar{D} |
| 231 | ······························<material>,···C_w·\frac | 231 | ······························<material>,···C_w·\frac |
| 232 | dw_dg_interior_penalty········<material_····{Ord^2}{d····· | 232 | dw_dg_interior_penalty········<material_····{Ord^2}{d·····bur.2D,·adv.dif.2D, |
| 233 | DiffusionInteriorPenaltyTerm··Cw>,··········(\partial{T_·· | 233 | DiffusionInteriorPenaltyTerm··Cw>,··········(\partial{T_··lap.2D |
| 234 | ······························<virtual>,····K})}[p][q] | 234 | ······························<virtual>,····K})}[p][q] |
| 235 | ······························<state>·······where | 235 | ······························<state>·······where |
| 236 | ············································[\phi]·= | 236 | ············································[\phi]·= |
| 237 | ············································\phi_{in}·- | 237 | ············································\phi_{in}·- |
| 238 | ············································\phi_{out} | 238 | ············································\phi_{out} |
| 239 | ············································\int_ | 239 | ············································\int_ |
| 240 | ············································{\partial{T_ | 240 | ············································{\partial{T_ |
| Offset 251, 19 lines modified | Offset 251, 19 lines modified | ||
| 251 | ············································\ul{f}(p_ | 251 | ············································\ul{f}(p_ |
| 252 | ············································{out})}{2}·+ | 252 | ············································{out})}{2}·+ |
| 253 | ············································(1·-·\alpha) | 253 | ············································(1·-·\alpha) |
| 254 | ············································\ul{n}·C | 254 | ············································\ul{n}·C |
| 255 | ············································\frac{·p_{in} | 255 | ············································\frac{·p_{in} |
| 256 | ············································-·p_{out}} | 256 | ············································-·p_{out}} |
| 257 | ············································{2}, | 257 | ············································{2}, |
| 258 | ······························<material>,···\int_{\Omega}· | 258 | ······························<material>,···\int_{\Omega}·bio.npb,·bio.sho.syn, |
| 259 | dw_diffusion··················<virtual/·····K_{ij}········ | 259 | dw_diffusion··················<virtual/·····K_{ij}········bio.npb.lag,·bio, |
| 260 | DiffusionTerm·················param_1>,·····\nabla_i·q···· | 260 | DiffusionTerm·················param_1>,·····\nabla_i·q····dar.flo.mul,·pie.ela, |
| 261 | ······························<state/param_·\nabla_j·p···· | 261 | ······························<state/param_·\nabla_j·p····vib.aco,·pie.ela, |
| 262 | ······························2>·························· | 262 | ······························2>··························poi.neu |
| 263 | ······························<material>,···\int_{\Omega} | 263 | ······························<material>,···\int_{\Omega} |
| 264 | ······························<virtual/·····p·K_{j} | 264 | ······························<virtual/·····p·K_{j} |
| 265 | ······························param_1>,·····\nabla_j·q | 265 | ······························param_1>,·····\nabla_j·q |
| 266 | dw_diffusion_coupling·········<state/param_·\mbox{·,·} | 266 | dw_diffusion_coupling·········<state/param_·\mbox{·,·} |
| 267 | DiffusionCoupling·············2>············\int_{\Omega} | 267 | DiffusionCoupling·············2>············\int_{\Omega} |
| 268 | ······························<material>,···q·K_{j} | 268 | ······························<material>,···q·K_{j} |
| 269 | ······························<state>,······\nabla_j·p | 269 | ······························<state>,······\nabla_j·p |
| Offset 287, 40 lines modified | Offset 287, 40 lines modified | ||
| 287 | DivOperatorTerm···············material>,····{·or·}·\int_ | 287 | DivOperatorTerm···············material>,····{·or·}·\int_ |
| 288 | ······························<virtual>·····{\Omega}·c | 288 | ······························<virtual>·····{\Omega}·c |
| 289 | ············································\nabla·\cdot | 289 | ············································\nabla·\cdot |
| 290 | ············································\ul{v} | 290 | ············································\ul{v} |
| 291 | ············································\int_{\Omega} | 291 | ············································\int_{\Omega} |
| 292 | ······························<opt_·········\nu\·\nabla | 292 | ······························<opt_·········\nu\·\nabla |
| 293 | ······························material>,····\ul{v}·: | 293 | ······························material>,····\ul{v}·: |
| 294 | dw_div_grad···················<virtual/·····\nabla·\ul{u}· | 294 | dw_div_grad···················<virtual/·····\nabla·\ul{u}·nav.sto,·sta.nav.sto, |
| 295 | DivGradTerm···················param_1>,·····\mbox{·,·}···· | 295 | DivGradTerm···················param_1>,·····\mbox{·,·}····nav.sto,·nav.sto.iga, |
| 296 | ······························<state/param_·\int_{\Omega}· | 296 | ······························<state/param_·\int_{\Omega}·sto,·sto.sli.bc |
| 297 | ······························2>············\nabla·\ul{v} | 297 | ······························2>············\nabla·\ul{v} |
| 298 | ············································:·\nabla·\ul | 298 | ············································:·\nabla·\ul |
| 299 | ············································{u} | 299 | ············································{u} |
| 300 | ············································\int_{\cal | 300 | ············································\int_{\cal |
| 301 | ············································{D}}·q·p | 301 | ············································{D}}·q·p |
| 302 | ············································\mbox{·,·} | 302 | ············································\mbox{·,·} |
| 303 | ············································\int_{\cal | 303 | ············································\int_{\cal |
| 304 | ············································{D}}·\ul{v} | 304 | ············································{D}}·\ul{v}···ref.evp,·tim.poi, |
| 305 | ············································\cdot·\ul·····poi.per.bou.con, | ||
| 306 | ············································{u}\\·\int_···sto.sli.bc, | ||
| 307 | ············································\Gamma·\ul{v}·dar.flo.mul,·bur.2D, | ||
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| Offset 726, 59 lines modified | Offset 726, 59 lines modified | ||
| 726 | <tr·class="row-odd"><th·class="head"><p>space</p></th> | 726 | <tr·class="row-odd"><th·class="head"><p>space</p></th> |
| 727 | <th·class="head"><p>basis</p></th> | 727 | <th·class="head"><p>basis</p></th> |
| 728 | <th·class="head"><p>region·kind</p></th> | 728 | <th·class="head"><p>region·kind</p></th> |
| 729 | <th·class="head"><p>description</p></th> | 729 | <th·class="head"><p>description</p></th> |
| 730 | </tr> | 730 | </tr> |
| 731 | </thead> | 731 | </thead> |
| 732 | <tbody> | 732 | <tbody> |
| 733 | <tr·class="row-even"><td><p> | 733 | <tr·class="row-even"><td><p>H1</p></td> |
| 734 | <td><p>constant</p></td> | ||
| 735 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_l2.html#sfepy.discrete.fem.fields_l2.L2ConstantVolumeField"·title="sfepy.discrete.fem.fields_l2.L2ConstantVolumeField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a>,·<a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_l2.html#sfepy.discrete.fem.fields_l2.L2ConstantSurfaceField"·title="sfepy.discrete.fem.fields_l2.L2ConstantSurfaceField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">facet</span></code></a></p></td> | ||
| 736 | <td><p>The·L2·constant-in-a-region·approximation.</p></td> | ||
| 737 | </tr> | ||
| 738 | <tr·class="row-odd"><td><p>H1</p></td> | ||
| 739 | <td><p>bernstein</p></td> | 734 | <td><p>bernstein</p></td> |
| 740 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_positive.html#sfepy.discrete.fem.fields_positive.H1BernsteinVolumeField"·title="sfepy.discrete.fem.fields_positive.H1BernsteinVolumeField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a>,·<a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_positive.html#sfepy.discrete.fem.fields_positive.H1BernsteinSurfaceField"·title="sfepy.discrete.fem.fields_positive.H1BernsteinSurfaceField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">facet</span></code></a></p></td> | 735 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_positive.html#sfepy.discrete.fem.fields_positive.H1BernsteinVolumeField"·title="sfepy.discrete.fem.fields_positive.H1BernsteinVolumeField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a>,·<a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_positive.html#sfepy.discrete.fem.fields_positive.H1BernsteinSurfaceField"·title="sfepy.discrete.fem.fields_positive.H1BernsteinSurfaceField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">facet</span></code></a></p></td> |
| 741 | <td><p>Bernstein·basis·approximation·with·positive-only·basis·function·values.</p></td> | 736 | <td><p>Bernstein·basis·approximation·with·positive-only·basis·function·values.</p></td> |
| 742 | </tr> | 737 | </tr> |
| 743 | <tr·class="row- | 738 | <tr·class="row-odd"><td><p>H1</p></td> |
| 744 | <td><p>iga</p></td> | 739 | <td><p>iga</p></td> |
| 745 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/iga/fields.html#sfepy.discrete.iga.fields.IGField"·title="sfepy.discrete.iga.fields.IGField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a></p></td> | 740 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/iga/fields.html#sfepy.discrete.iga.fields.IGField"·title="sfepy.discrete.iga.fields.IGField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a></p></td> |
| 746 | <td><p>Bezier·extraction·based·NURBS·approximation·for·isogeometric·analysis.</p></td> | 741 | <td><p>Bezier·extraction·based·NURBS·approximation·for·isogeometric·analysis.</p></td> |
| 747 | </tr> | 742 | </tr> |
| 748 | <tr·class="row- | 743 | <tr·class="row-even"><td><p>H1</p></td> |
| 749 | <td><p>lagrange</p></td> | 744 | <td><p>lagrange</p></td> |
| 750 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_nodal.html#sfepy.discrete.fem.fields_nodal.H1NodalVolumeField"·title="sfepy.discrete.fem.fields_nodal.H1NodalVolumeField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a>,·<a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_nodal.html#sfepy.discrete.fem.fields_nodal.H1NodalSurfaceField"·title="sfepy.discrete.fem.fields_nodal.H1NodalSurfaceField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">facet</span></code></a></p></td> | 745 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_nodal.html#sfepy.discrete.fem.fields_nodal.H1NodalVolumeField"·title="sfepy.discrete.fem.fields_nodal.H1NodalVolumeField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a>,·<a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_nodal.html#sfepy.discrete.fem.fields_nodal.H1NodalSurfaceField"·title="sfepy.discrete.fem.fields_nodal.H1NodalSurfaceField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">facet</span></code></a></p></td> |
| 751 | <td><p>Lagrange·basis·nodal·approximation.</p></td> | 746 | <td><p>Lagrange·basis·nodal·approximation.</p></td> |
| 752 | </tr> | 747 | </tr> |
| 753 | <tr·class="row- | 748 | <tr·class="row-odd"><td><p>H1</p></td> |
| 754 | <td><p>lagrange_discontinuous</p></td> | 749 | <td><p>lagrange_discontinuous</p></td> |
| 755 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_nodal.html#sfepy.discrete.fem.fields_nodal.H1DiscontinuousField"·title="sfepy.discrete.fem.fields_nodal.H1DiscontinuousField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a></p></td> | 750 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_nodal.html#sfepy.discrete.fem.fields_nodal.H1DiscontinuousField"·title="sfepy.discrete.fem.fields_nodal.H1DiscontinuousField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a></p></td> |
| 756 | <td><p>The·C0·constant-per-cell·approximation.</p></td> | 751 | <td><p>The·C0·constant-per-cell·approximation.</p></td> |
| 757 | </tr> | 752 | </tr> |
| 758 | <tr·class="row- | 753 | <tr·class="row-even"><td><p>H1</p></td> |
| 759 | <td><p>lobatto</p></td> | 754 | <td><p>lobatto</p></td> |
| 760 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_hierarchic.html#sfepy.discrete.fem.fields_hierarchic.H1HierarchicVolumeField"·title="sfepy.discrete.fem.fields_hierarchic.H1HierarchicVolumeField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a></p></td> | 755 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_hierarchic.html#sfepy.discrete.fem.fields_hierarchic.H1HierarchicVolumeField"·title="sfepy.discrete.fem.fields_hierarchic.H1HierarchicVolumeField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a></p></td> |
| 761 | <td><p>Hierarchical·basis·approximation·with·Lobatto·polynomials.</p></td> | 756 | <td><p>Hierarchical·basis·approximation·with·Lobatto·polynomials.</p></td> |
| 762 | </tr> | 757 | </tr> |
| 763 | <tr·class="row- | 758 | <tr·class="row-odd"><td><p>H1</p></td> |
| 764 | <td><p>sem</p></td> | 759 | <td><p>sem</p></td> |
| 765 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_nodal.html#sfepy.discrete.fem.fields_nodal.H1SEMVolumeField"·title="sfepy.discrete.fem.fields_nodal.H1SEMVolumeField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a>,·<a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_nodal.html#sfepy.discrete.fem.fields_nodal.H1SEMSurfaceField"·title="sfepy.discrete.fem.fields_nodal.H1SEMSurfaceField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">facet</span></code></a></p></td> | 760 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_nodal.html#sfepy.discrete.fem.fields_nodal.H1SEMVolumeField"·title="sfepy.discrete.fem.fields_nodal.H1SEMVolumeField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a>,·<a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_nodal.html#sfepy.discrete.fem.fields_nodal.H1SEMSurfaceField"·title="sfepy.discrete.fem.fields_nodal.H1SEMSurfaceField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">facet</span></code></a></p></td> |
| 766 | <td><p>Spectral·element·method·approximation.</p></td> | 761 | <td><p>Spectral·element·method·approximation.</p></td> |
| 767 | </tr> | 762 | </tr> |
| 768 | <tr·class="row- | 763 | <tr·class="row-even"><td><p>H1</p></td> |
| 769 | <td><p>serendipity</p></td> | 764 | <td><p>serendipity</p></td> |
| 770 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_nodal.html#sfepy.discrete.fem.fields_nodal.H1SNodalVolumeField"·title="sfepy.discrete.fem.fields_nodal.H1SNodalVolumeField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a>,·<a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_nodal.html#sfepy.discrete.fem.fields_nodal.H1SNodalSurfaceField"·title="sfepy.discrete.fem.fields_nodal.H1SNodalSurfaceField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">facet</span></code></a></p></td> | 765 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_nodal.html#sfepy.discrete.fem.fields_nodal.H1SNodalVolumeField"·title="sfepy.discrete.fem.fields_nodal.H1SNodalVolumeField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a>,·<a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_nodal.html#sfepy.discrete.fem.fields_nodal.H1SNodalSurfaceField"·title="sfepy.discrete.fem.fields_nodal.H1SNodalSurfaceField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">facet</span></code></a></p></td> |
| 771 | <td><p>Lagrange·basis·nodal·serendipity·approximation·with·order·<=·3.</p></td> | 766 | <td><p>Lagrange·basis·nodal·serendipity·approximation·with·order·<=·3.</p></td> |
| 772 | </tr> | 767 | </tr> |
| 773 | <tr·class="row- | 768 | <tr·class="row-odd"><td><p>H1</p></td> |
| 774 | <td><p>shell10x</p></td> | 769 | <td><p>shell10x</p></td> |
| 775 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/structural/fields.html#sfepy.discrete.structural.fields.Shell10XField"·title="sfepy.discrete.structural.fields.Shell10XField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a></p></td> | 770 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/structural/fields.html#sfepy.discrete.structural.fields.Shell10XField"·title="sfepy.discrete.structural.fields.Shell10XField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a></p></td> |
| 776 | <td><p>The·approximation·for·the·shell10x·element.</p></td> | 771 | <td><p>The·approximation·for·the·shell10x·element.</p></td> |
| 777 | </tr> | 772 | </tr> |
| 773 | <tr·class="row-even"><td><p>L2</p></td> | ||
| 774 | <td><p>constant</p></td> | ||
| 775 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_l2.html#sfepy.discrete.fem.fields_l2.L2ConstantVolumeField"·title="sfepy.discrete.fem.fields_l2.L2ConstantVolumeField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a>,·<a·class="reference·internal"·href="src/sfepy/discrete/fem/fields_l2.html#sfepy.discrete.fem.fields_l2.L2ConstantSurfaceField"·title="sfepy.discrete.fem.fields_l2.L2ConstantSurfaceField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">facet</span></code></a></p></td> | ||
| 776 | <td><p>The·L2·constant-in-a-region·approximation.</p></td> | ||
| 777 | </tr> | ||
| 778 | <tr·class="row-odd"><td><p>DG</p></td> | 778 | <tr·class="row-odd"><td><p>DG</p></td> |
| 779 | <td><p>legendre_discontinuous</p></td> | 779 | <td><p>legendre_discontinuous</p></td> |
| 780 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/dg/fields.html#sfepy.discrete.dg.fields.DGField"·title="sfepy.discrete.dg.fields.DGField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a></p></td> | 780 | <td><p><a·class="reference·internal"·href="src/sfepy/discrete/dg/fields.html#sfepy.discrete.dg.fields.DGField"·title="sfepy.discrete.dg.fields.DGField"><code·class="xref·py·py-class·docutils·literal·notranslate"><span·class="pre">cell</span></code></a></p></td> |
| 781 | <td><p>Discontinuous·Galerkin·method·approximation·with·Legendre·basis.</p></td> | 781 | <td><p>Discontinuous·Galerkin·method·approximation·with·Legendre·basis.</p></td> |
| 782 | </tr> | 782 | </tr> |
| 783 | </tbody> | 783 | </tbody> |
| 784 | </table> | 784 | </table> |
| Offset 328, 16 lines modified | Offset 328, 14 lines modified | ||
| 328 | ·········*·tensor·product·elements:·0,·1,·‘1B’ | 328 | ·········*·tensor·product·elements:·0,·1,·‘1B’ |
| 329 | ·····Optional·bubble·function·enrichment·is·marked·by·‘B’. | 329 | ·····Optional·bubble·function·enrichment·is·marked·by·‘B’. |
| 330 | The·implemented·combinations·of·spaces·and·bases·are·listed·below,·the·space | 330 | The·implemented·combinations·of·spaces·and·bases·are·listed·below,·the·space |
| 331 | column·corresponds·to·<space>,·the·basis·column·to·<poly_space_basis>·and | 331 | column·corresponds·to·<space>,·the·basis·column·to·<poly_space_basis>·and |
| 332 | region·type·to·the·field·region·type. | 332 | region·type·to·the·field·region·type. |
| 333 | ····································Fields¶ | 333 | ····································Fields¶ |
| 334 | space·basis··················region·kind·description | 334 | space·basis··················region·kind·description |
| 335 | L2····constant···············cell,·facet·The·L2·constant-in-a-region | ||
| 336 | ·········································approximation. | ||
| 337 | H1····bernstein··············cell,·facet·Bernstein·basis·approximation·with | 335 | H1····bernstein··············cell,·facet·Bernstein·basis·approximation·with |
| 338 | ·········································positive-only·basis·function·values. | 336 | ·········································positive-only·basis·function·values. |
| 339 | ·········································Bezier·extraction·based·NURBS | 337 | ·········································Bezier·extraction·based·NURBS |
| 340 | H1····iga····················cell········approximation·for·isogeometric | 338 | H1····iga····················cell········approximation·for·isogeometric |
| 341 | ·········································analysis. | 339 | ·········································analysis. |
| 342 | H1····lagrange···············cell,·facet·Lagrange·basis·nodal·approximation. | 340 | H1····lagrange···············cell,·facet·Lagrange·basis·nodal·approximation. |
| 343 | H1····lagrange_discontinuous·cell········The·C0·constant-per-cell | 341 | H1····lagrange_discontinuous·cell········The·C0·constant-per-cell |
| Offset 345, 14 lines modified | Offset 343, 16 lines modified | ||
| 345 | H1····lobatto················cell········Hierarchical·basis·approximation·with | 343 | H1····lobatto················cell········Hierarchical·basis·approximation·with |
| 346 | ·········································Lobatto·polynomials. | 344 | ·········································Lobatto·polynomials. |
| 347 | H1····sem····················cell,·facet·Spectral·element·method·approximation. | 345 | H1····sem····················cell,·facet·Spectral·element·method·approximation. |
| 348 | H1····serendipity············cell,·facet·Lagrange·basis·nodal·serendipity | 346 | H1····serendipity············cell,·facet·Lagrange·basis·nodal·serendipity |
| 349 | ·········································approximation·with·order·<=·3. | 347 | ·········································approximation·with·order·<=·3. |
| 350 | H1····shell10x···············cell········The·approximation·for·the·shell10x | 348 | H1····shell10x···············cell········The·approximation·for·the·shell10x |
| 351 | ·········································element. | 349 | ·········································element. |
| 350 | L2····constant···············cell,·facet·The·L2·constant-in-a-region | ||
| 351 | ·········································approximation. | ||
| 352 | DG····legendre_discontinuous·cell········Discontinuous·Galerkin·method | 352 | DG····legendre_discontinuous·cell········Discontinuous·Galerkin·method |
| 353 | ·········································approximation·with·Legendre·basis. | 353 | ·········································approximation·with·Legendre·basis. |
| 354 | ****·Variables¶·**** | 354 | ****·Variables¶·**** |
| 355 | Variables·use·the·FE·approximation·given·by·the·specified·field: | 355 | Variables·use·the·FE·approximation·given·by·the·specified·field: |
| 356 | variables·=·{ | 356 | variables·=·{ |
| 357 | ····<name>·:·(<kind>,·<field_name>,·<spec>,·[<history>]) | 357 | ····<name>·:·(<kind>,·<field_name>,·<spec>,·[<history>]) |
| 358 | } | 358 | } |