Lines Matching full:no
498 The construction implemented currently limits damping in the wall parallel directions to be no less…
534 …We have solved {eq}`eq-advection` applying zero energy density $E$, and no-flux for $\bm{u}$ on th…
574 There is no perturbation in the entropy $S=P/\rho^\gamma$ ($\delta S=0)$.
643 The cylinder wall is an adiabatic (no heat flux) no-slip boundary condition.
671 For this problem, we have used no-slip and non-penetration boundary conditions for $\bm{u}$, and no…
684 Boundary conditions are periodic in the streamwise direction, and no-slip and non-penetration bound…
698 flux terms use interior solution values). The wall is a no-slip,
699 no-penetration, no-heat flux condition. The top of the domain is treated as an
854 | $ \{\bm{\sigma}^n, \bm{d}^n, \phi^n\}_{n=1}^N$ | RN Set | No | Yes |
855 | $\bm{\overline{u}}$ | ubar | Yes | No |
856 | $U_0$ | U0 | No | No |
857 | $l_t$ | l_t | Yes | No |
858 | $\varepsilon$ | eps | Yes | No |
859 | $\bm{R}$ | R_ij | Yes | No |
860 | $\bm{C}$ | C_ij | Yes | No |
862 | $\{\kappa^n\}_{n=1}^N$ | k^n | No | Yes |
863 | $h_i$ | h_i | Yes | No |
864 | $d_w$ | d_w | Yes | No |