Dissipative solutions of scaled compressible rotating Euler equations converge to strong solutions of a 2D horizontal incompressible Euler system in an infinite slab as Mach and Rossby numbers vanish proportionally to ε.
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Singular limits for compressible inviscid rotating fluids
Dissipative solutions of scaled compressible rotating Euler equations converge to strong solutions of a 2D horizontal incompressible Euler system in an infinite slab as Mach and Rossby numbers vanish proportionally to ε.