20 citations · 47 across the 4 of their papers we have counts for
4 papers
New conserved integrals and invariants of radial compressible flow in dimensions
Stephen C. Anco, Sara Seifi, Amanullah Dar
Conserved integrals and invariants (advected scalars) are studied for the equations of radial compressible fluid/gas flow in dimensions. Apart from entropy, which is a well-k…
Conserved integrals for inviscid compressible fluid flow in Riemannian manifolds
Stephen C. Anco, Amanullah Dar, Nazim Tufail
An explicit determination of all local conservation laws of kinematic type on moving domains and moving surfaces is presented for the Euler equations of inviscid compressible fluid…
Conservation laws of inviscid non-isentropic compressible fluid flow in n>1 spatial dimensions
Stephen C. Anco, Amanullah Dar
Recent work giving a classification of kinematic and vorticity conservation laws of compressible fluid flow for barotropic equations of state (where pressure is a function only of…
Classification of conservation laws of compressible isentropic fluid flow in n>1 spatial dimensions
Stephen C. Anco, Amanullah Dar
For the Euler equations governing compressible isentropic fluid flow with a barotropic equation of state (where pressure is a function only of the density), local conservation laws…