Pages that link to "Item:Q629874"
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The following pages link to Delta shock waves as limits of vanishing viscosity for 2-D steady pressureless isentropic flow (Q629874):
Displaying 15 items.
- Riemann problem for the isentropic relativistic Chaplygin Euler equations (Q438632) (← links)
- Numerical verification of delta shock waves for pressureless gas dynamics (Q930995) (← links)
- Delta shock waves for a linearly degenerate hyperbolic system of conservation laws of Keyfitz-Kranzer type (Q1953191) (← links)
- Delta shock solution for a generalized zero-pressure gas dynamics system with linear damping (Q2073592) (← links)
- Radon measure solutions for steady compressible hypersonic-limit Euler flows passing cylindrically symmetric conical bodies (Q2089835) (← links)
- Vanishing viscosity limit for Riemann solutions to zero-pressure gas dynamics with flux perturbation (Q2126417) (← links)
- Delta shock as free piston in pressureless Euler flows (Q2140538) (← links)
- Delta shock wave for the equations of constant pressure fluid dynamics with a composite source term (Q2145684) (← links)
- The stability of the delta wave to pressureless Euler equations with viscous and flux perturbations (Q2148555) (← links)
- Formation of \(\delta\)-shock waves in isentropic fluids (Q2190769) (← links)
- Delta shock waves as flux-approximation limit of solutions to the modified Chaplygin gas equations (Q2200068) (← links)
- Delta-shocks as limits of vanishing viscosity for multidimensional zero-pressure gas dynamics (Q4414892) (← links)
- Riemann problem with delta initial data for the two-dimensional steady pressureless isentropic relativistic Euler equations (Q5001059) (← links)
- Delta-shocks and vacuums as limits of flux approximation for the pressureless type system (Q5742839) (← links)
- Riemann problem for a two‐dimensional steady pressureless relativistic Euler equations (Q6057926) (← links)
