Shock Tube Problem

Data basis of the 2D shock tube problem for four Reynolds numbers. Converged results are obtained by using the One-Step high-order Monocity Preserving scheme proposed by Daru and Tenaud in [Daru V, Tenaud C. High order one-step monotonicity preserving schemes for unsteady flow calculations. J Comput Phys 2004;193:563–594]. 

These present grid-converged results of the 2D shock tube problem may serve as reference solutions, and by considering the Reynolds number range, is an appropriate test-case for validation of high-resolution schemes.