Context Navigation

HLLC

v7	v8
1		Although the results look very similar to the Godunov method with exact Riemann solver, they are actually approximate state solver with HLLC scheme.
	1	The result is a little off because of the mistake in initialization. I will fix it soon (also the Godunov method). Although the results look very similar to the Godunov method with exact Riemann solver, they are actually approximate state solver with HLLC scheme.
2	2
3	3	Red line is the solution given by Godunov method. Blue line is the exact Riemann problem solution. All discontinuities locate at x=0. $W_L$ stands for initial primitive quantities $(\rho,u,p)$ on the left side, $W_R$ stands for initial primitive quantities $(\rho,u,p)$ on the right side.