Searched refs:momentum (Results 1 – 9 of 9) sorted by relevance
| /libCEED/examples/fluids/qfunctions/ |
| H A D | newtonian_state.h | 22 CeedScalar momentum[3]; member 33 for (int i = 0; i < 3; i++) U[i + 1] = s.momentum[i]; in UnpackState_U() 73 for (CeedInt i = 0; i < 3; i++) Y.velocity[i] = U.momentum[i] / U.density; in StatePrimitiveFromConservative() 85 dY.velocity[i] = (dU.momentum[i] - s.Y.velocity[i] * dU.density) / s.U.density; in StatePrimitiveFromConservative_fwd() 158 for (int i = 0; i < 3; i++) U.momentum[i] = U.density * Y.velocity[i]; in StateConservativeFromPrimitive() 170 dU.momentum[i] = dU.density * s.Y.velocity[i] + s.U.density * dY.velocity[i]; in StateConservativeFromPrimitive_fwd() 185 const CeedScalar e_kinetic = .5 * Dot3(U.momentum, U.momentum) / U.density; in StateEntropyFromConservative() 191 for (int i = 0; i < 3; i++) V.S_momentum[i] = U.momentum[i] / p; in StateEntropyFromConservative() 199 const CeedScalar e_kinetic = .5 * Dot3(s.U.momentum, s.U.momentum) / s.U.density; in StateEntropyFromConservative_fwd() 200 …const CeedScalar de_kinetic = (Dot3(s.U.momentum, dU.momentum) - e_kinetic * dU.density) / s.U.de… in StateEntropyFromConservative_fwd() [all …]
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| H A D | turb_spanstats.h | 38 v[TURB_MEAN_MOMENTUM_X][i] = wdetJ * s.U.momentum[0]; in ChildStatsCollection() 39 v[TURB_MEAN_MOMENTUM_Y][i] = wdetJ * s.U.momentum[1]; in ChildStatsCollection() 40 v[TURB_MEAN_MOMENTUM_Z][i] = wdetJ * s.U.momentum[2]; in ChildStatsCollection() 41 v[TURB_MEAN_MOMENTUMFLUX_XX][i] = wdetJ * s.U.momentum[0] * s.Y.velocity[0]; in ChildStatsCollection() 42 v[TURB_MEAN_MOMENTUMFLUX_YY][i] = wdetJ * s.U.momentum[1] * s.Y.velocity[1]; in ChildStatsCollection() 43 v[TURB_MEAN_MOMENTUMFLUX_ZZ][i] = wdetJ * s.U.momentum[2] * s.Y.velocity[2]; in ChildStatsCollection() 44 v[TURB_MEAN_MOMENTUMFLUX_YZ][i] = wdetJ * s.U.momentum[1] * s.Y.velocity[2]; in ChildStatsCollection() 45 v[TURB_MEAN_MOMENTUMFLUX_XZ][i] = wdetJ * s.U.momentum[0] * s.Y.velocity[2]; in ChildStatsCollection() 46 v[TURB_MEAN_MOMENTUMFLUX_XY][i] = wdetJ * s.U.momentum[0] * s.Y.velocity[1]; in ChildStatsCollection()
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| H A D | newtonian.h | 189 …_force[5] = {0, s.U.density * g[0], s.U.density * g[1], s.U.density * g[2], Dot3(s.U.momentum, g)}; in RHSFunction_Newtonian() 262 …_force[5] = {0, s.U.density * g[0], s.U.density * g[1], s.U.density * g[2], Dot3(s.U.momentum, g)}; in IFunction_Newtonian() 355 …ce[5] = {0, ds.U.density * g[0], ds.U.density * g[1], ds.U.density * g[2], Dot3(ds.U.momentum, g)}; in IJacobian_Newtonian()
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| /libCEED/examples/ |
| H A D | README.md | 67 This example solves the steady-state static momentum balance equations using unstructured high-orde…
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| /libCEED/examples/fluids/ |
| H A D | README.md | 8 The state variables are mass density, momentum density, and energy density. 302 …re is a reduced mode for pure advection, which holds density $\rho$ and momentum density $\rho \bm… 568 - Stabilization momentum constant, $C_m$
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| H A D | index.md | 28 In equations {eq}`eq-ns`, $\rho$ represents the volume mass density, $U$ the momentum density (defi… 45 …\leftarrow\textrm{ volume mass density}\\ \leftarrow\textrm{ momentum density}\\ … 258 2. momentum stabilization $\tau_m$ 306 …e linearly degenerate, carrying a contact wave (temperature) and transverse components of momentum. 633 …inear constant-pressure wave that transports temperature and transverse momentum at the fluid velo…
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| /libCEED/examples/solids/ |
| H A D | index.md | 6 It solves the steady-state static momentum balance equations using unstructured high-order finite/s… 10 We provide the strong and weak forms of static balance of linear momentum in the small strain and f… 44 The strong form of the static balance of linear momentum at small strain for the three-dimensional … 231 The strong form of the static balance of linear-momentum at *finite strain* (total Lagrangian) is g…
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| H A D | README.md | 7 This code solves the steady-state static momentum balance equations using unstructured high-order f…
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| /libCEED/examples/fluids/src/ |
| H A D | setupts.c | 88 reaction_force[w * dim + j] -= r[node].momentum[j]; in Surface_Forces_NS()
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