Pages that link to "Item:Q1070942"
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The following pages link to An infinite Lie group of symmetry of one-dimensional gas flow, for a class of entropy distributions (Q1070942):
Displaying 9 items.
- A class of 1-D gas flows soluble by the inverse scattering transform (Q1088254) (← links)
- Self-adjoint formulation of spherically symmetric hydrodynamics (Q1091890) (← links)
- An infinity of conservation laws for highly symmetric nonisentropic ideal gas flow (Q1115739) (← links)
- Infinite Lie groups of point transformations leaving invariant the linear equation which describes in the hodograph plane the isentropic one- dimensional gas flow (Q1197143) (← links)
- The classical Bäcklund transformation and integrable discretisation of characteristic equations. (Q1968370) (← links)
- Projective properties of divergence-free symmetric tensors, and new dispersive estimates in gas dynamics (Q2070318) (← links)
- Exact symmetries of unidimensional self-similar flow (Q3691293) (← links)
- SU(3) symmetry of the equations of unidimensional gas flow, with arbitrary entropy distribution (Q3734004) (← links)
- One-Dimensional Flows of a Polytropic Gas: Lie Group Classification, Conservation Laws, Invariant and Conservative Difference Schemes (Q5050875) (← links)
