Version 16 (modified by 11 years ago) ( diff ) | ,
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Red dots are the solution given by HLLC scheme. Blue line is the exact Riemann problem solution. All discontinuities locate at x=0.
stands for initial primitive quantities on the left side, stands for initial primitive quantities on the right side.For each example, pictures on the left side are
vs plot, pictures on the right side are vs plotExample: Shock tube
Example: Two strong rarefaction
Example: Left rarefaction and right contact and shock wave
Example: Right half of Woodward and Colella problem
Example: Two shock case
Other examples found in Toro's book. Below are density plots.
Attachments (12)
- HLLC1_rho.png (9.8 KB ) - added by 11 years ago.
- HLLC1_v.png (8.7 KB ) - added by 11 years ago.
- HLLC2_rho.png (12.2 KB ) - added by 11 years ago.
- HLLC2_v.png (11.4 KB ) - added by 11 years ago.
- HLLC3_rho.png (8.1 KB ) - added by 11 years ago.
- HLLC3_v.png (10.0 KB ) - added by 11 years ago.
- HLLC4_rho.png (8.2 KB ) - added by 11 years ago.
- HLLC4_v.png (7.3 KB ) - added by 11 years ago.
- HLLC5_rho.png (7.4 KB ) - added by 11 years ago.
- HLLC5_v.png (8.1 KB ) - added by 11 years ago.
- HLLC6_rho.png (7.4 KB ) - added by 11 years ago.
- HLLC7_rho.png (8.4 KB ) - added by 11 years ago.
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