Searched refs:eta (Results 1 – 2 of 2) sorted by relevance
81 CeedScalar eta = x[1] * sqrt(U_infty / (nu * (x0 + x[0] - x_inflow))); in BlasiusSolution() local82 CeedScalar X = 2 * (eta / blasius->eta_max) - 1.; in BlasiusSolution()93 Y[2] = 0.5 * sqrt(nu * U_infty / (x0 + x[0] - x_inflow)) * (eta * f[1] - f[0]); in BlasiusSolution()
757 $$ E(\kappa) = \frac{(\kappa/\kappa_e)^4}{[1 + 2.4(\kappa/\kappa_e)^2]^{17/6}} f_\eta f_{\mathrm{cu…760 f_\eta = \exp \left[-(12\kappa /\kappa_\eta)^2 \right], \quad764 $\kappa_\eta$ represents turbulent dissipation frequency, and is given as $2\pi