Home
last modified time | relevance | path

Searched refs:nu (Results 1 – 5 of 5) sorted by relevance

/honee/qfunctions/
H A Dstg_shur14.h103 … const CeedScalar nu, CeedScalar *hmax, CeedScalar *ke, CeedScalar *keta, CeedScalar *kcut) { in SpectrumConstants() argument
106 *keta = 2 * M_PI * pow(Cube(nu) / eps, -0.25); in SpectrumConstants()
124 … const CeedScalar nu, CeedScalar qn[], const StgShur14Context stg_ctx) { in CalcSpectrum() argument
129 SpectrumConstants(wall_dist, eps, lt, h_node_sep, nu, &hmax, &ke, &keta, &kcut); in CalcSpectrum()
195 … const CeedScalar eps, const CeedScalar lt, const CeedScalar nu, CeedScalar u[3], in StgShur14Calc_PrecompEktot() argument
203 SpectrumConstants(wall_dist, eps, lt, h_node_sep, nu, &hmax, &ke, &keta, &kcut); in StgShur14Calc_PrecompEktot()
255 const CeedScalar nu = mu / rho; in StgShur14Preprocess() local
268 SpectrumConstants(wall_dist, eps, lt, h_node_sep, nu, &hmax, &ke, &keta, &kcut); in StgShur14Preprocess()
297 const CeedScalar nu = gas.mu / rho; in ICsStg() local
310 CalcSpectrum(x_i[1], eps, lt, h_node_sep, nu, qn, stg_ctx); in ICsStg()
[all …]
H A Dblasius.h72 CeedScalar nu = mu / rho_infty; in BlasiusSolution() local
74 CeedScalar eta = x[1] * sqrt(U_infty / (nu * (x0 + x[0] - x_inflow))); in BlasiusSolution()
82 *t12 = mu * U_infty * f[2] * sqrt(U_infty / (nu * (x0 + x[0] - x_inflow))); in BlasiusSolution()
86 Y[2] = 0.5 * sqrt(nu * U_infty / (x0 + x[0] - x_inflow)) * (eta * f[1] - f[0]); in BlasiusSolution()
/honee/doc/
H A Dauxiliary.md234 where $y^+$ is the wall-friction scaled wall-distance ($y^+ = y u_\tau / \nu = y/\delta_\nu$), $A^+…
235 For this implementation, we assume that $\delta_\nu$ is constant across the wall and is defined by …
301 - Friction length associated with the flow, $\delta_\nu$. Used in wall-damping functions
H A Dtheory.md553 …s turbulent dissipation frequency, and is given as $2\pi (\nu^3/\varepsilon)^{-1/4}$ with $\nu$ th…
H A Dexamples.md189 …^2}{c_p T_w}$ is the modified Eckert number, and $Re_h = \frac{u_{\max}H}{\nu}$ is the Reynolds nu…