A pressure-based finite difference method with simultaneous relaxation of velocity, pressure, density, and internal energy achieves near-roundoff discrete conservation of momentum and total energy for low Mach number compressible flows.
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A numerical method for low Mach number compressible flows by simultaneous relaxation of dependent variables
A pressure-based finite difference method with simultaneous relaxation of velocity, pressure, density, and internal energy achieves near-roundoff discrete conservation of momentum and total energy for low Mach number compressible flows.