Higher-n triangular dilatonic black holes first obtained
numerically and then explained
analytically as consequence of the regularity
Anisotropic cosmological solutions in R+ R2gravity generalized Kasner
solution, which is stable. We derive the
analytic behavior of the shear from a specific
Frozen barrier evolution in saturated porous media. The
numerical solution for the first regime is tested by a semi-
analytical solution for the case of fresh water
Hydrofoil flow over the interface of a two-layer heavy fluid with a free surface and rigid bottom approximations with the use of a specially developed algorithm and a FORTRAN program. The
numerical-analytical Heat flow rate at a bore-face and temperature in the multi-layer media surrounding a borehole rocks are calculated
numerically by finite difference method or
analytically by applying the Laplace