Sentence examples for les equations are from inspiring English sources
LES equations are obtained by applying a low-pass filter with width ∆ to the Navier Stokes equations.
In some applications, the LES equations are solved over moderate time intervals and the core difficulty is associated with modeling near wall turbulence in complex geometries.
The LES equations are derived by projecting the Navier Stokes (N S) equations onto a hierarchy of wavelet spaces.
In this formalism, the LES equations are obtained by projecting the Navier Stokes equations onto a hierarchy of wavelet spaces.
These parametric equations are called polar equations.
The TLS LES equations are derived using a new scale separation operator that allows a smooth transition between the two regions, with the equations in the transition region obtained by blending the TLS large-scale and LES equations.
Those field equations are, of course, Einstein's equations.
These equations are strictly dynamical.
For him, equations were beautiful.
When (frac{1}{2} le theta le 1), the universal difference scheme (6) for the time-space fractional B-S equation is stable; when (0 le theta < frac{1}{2}) and the inequality (frac{aGamma (2 - alpha )k^{alpha}}{h^{2}}N^{alpha - 1} < 1) holds, the universal difference scheme (6) for the time-space fractional B-S equation is stable.
In [5], an approximate analytical solution of time fractional Harry Dym equation is obtained using Homotopy perturbation method only for (0 le alpha le 1).
