2110771_RKDG-Euler

代码说明：

说明：  Galerkin method,a numerical approximate method based on,commonly used in ordinary differential equation.

文件列表：

RKDG-Euler\BOUNDARY-U-K1.F, 1757 , 2005-04-28
RKDG-Euler\BOUNDARY-W-K1.F, 1767 , 2005-04-28
RKDG-Euler\FLUX-K1-Tang-f0.F, 3968 , 2012-09-14
RKDG-Euler\FLUX-K1-Tang.F, 6867 , 2012-09-18
RKDG-Euler\KFVS-X-N.F, 767 , 2005-04-21
RKDG-Euler\KFVS-X-P.F, 794 , 2005-04-21
RKDG-Euler\KFVS-Y-N.F, 767 , 2005-04-21
RKDG-Euler\KFVS-Y-P.F, 792 , 2005-04-21
RKDG-Euler\LR-X.F, 1078 , 2005-04-21
RKDG-Euler\LR-Y.F, 1084 , 2005-04-21
RKDG-Euler\P-contour-T0p35.lay, 13525 , 2012-09-18
RKDG-Euler\P-K1-SV-T0p35.eps, 122417 , 2012-09-18
RKDG-Euler\PP-K1-100.PLT, 1850049 , 2012-09-18
RKDG-Euler\Release\DERFC.obj, 4796 , 2012-09-18
RKDG-Euler\Release\Shock Vortex-K1.obj, 90613 , 2012-09-18
RKDG-Euler\Release\T 0p35.exe, 421888 , 2012-09-18
RKDG-Euler\RO-K1-100.PLT, 1850049 , 2012-09-18
RKDG-Euler\Shock Vortex-K1.F, 23945 , 2012-09-18
RKDG-Euler\T 0p35.dsp, 4372 , 2012-09-18
RKDG-Euler\T 0p35.dsw, 537 , 2012-09-18
RKDG-Euler\T 0p35.opt, 44544 , 2012-09-18
RKDG-Euler\T 0p35.plg, 1080 , 2012-09-18
RKDG-Euler\Release, 0 , 2013-06-27
RKDG-Euler, 0 , 2013-06-27