Searched refs:entropy (Results 1 – 4 of 4) sorted by relevance
95 const CeedScalar entropy = log(Y.pressure) - gamma * log(rho); in StateEntropyFromPrimitive() local99 V.S_density = (gamma - entropy) / (gamma - 1) - rho_div_p * e_kinetic; in StateEntropyFromPrimitive()129 const CeedScalar entropy = gamma - (gamma - 1) * (V.S_density - e_kinetic * V.S_energy); in StatePrimitiveFromEntropy() local130 const CeedScalar log_P = -(entropy + gamma * log(-V.S_energy)) / (gamma - 1); in StatePrimitiveFromEntropy()181 const CeedScalar entropy = log(p) - gamma * log(U.density); in StateEntropyFromConservative() local183 V.S_density = (gamma - entropy) / (gamma - 1) - e_kinetic / p; in StateEntropyFromConservative()214 const CeedScalar entropy = gamma - (gamma - 1) * (V.S_density - e_kinetic * V.S_energy); in StateConservativeFromEntropy() local215 const CeedScalar log_rho = -(entropy + log(-V.S_energy)) / (gamma - 1); in StateConservativeFromEntropy()232 const CeedScalar entropy = gamma - (gamma - 1) * (V.S_density - e_kinetic * V.S_energy); in StateConservativeFromEntropy_fwd() local234 const CeedScalar log_rho = -(entropy + log(-V.S_energy)) / (gamma - 1); in StateConservativeFromEntropy_fwd()
748 const CeedScalar entropy = log(P) - gamma * log(rho); in UnitTests_Newtonian() local752 …const CeedScalar V0[5] = {(gamma - entropy) / (gamma - 1) - rho_div_p * (e_kinetic), rho_div_… in UnitTests_Newtonian()
479 …vative` ($\rho, \rho \bm{u}, \rho e$), `primitive` ($P, \bm{u}, T$), or `entropy` ($\frac{\gamma -…
436 There is no perturbation in the entropy $S=P/\rho^\gamma$ ($\delta S=0)$.