Dynamic/local models

[rmojgani]

	$\mathrm{\Pi }$	Smagorinsky	Leith	$\frac{L.M}{M.M}$ in Dynamic procedure	Used by
	$\nu (x,y,t){\mathrm{\nabla }}^2\omega$			$\overline{J(\psi ,\omega )}-J(\bar{\psi },\bar{\omega })$	Maulik
	$\mathrm{\nabla }.(\nu (x,y,t)\mathrm{\nabla }\omega )$			$\overline{u_i\omega }-\overline{u_i}\bar{\omega }$	Pavel
	$\mathrm{\nabla }\times \mathrm{\nabla }.(-2\nu (x,y,t)S_{ij})$			$\overline{u_i{u}_j}$ - $\overline{u_i}\overline{u_j}$