Pages that link to "Item:Q3771810"
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The following pages link to Noether-type conservation laws for perfect fluid motions (Q3771810):
Displaying 16 items.
- Symmetries and conservation laws of the Euler equations in Lagrangian coordinates (Q342914) (← links)
- On Noether's theorem for the Euler-Poincaré equation on the diffeomorphism group with advected quantities (Q372865) (← links)
- On the generation of conservation laws in viscoelasticity (Q913551) (← links)
- Conservation laws in anisotropic elastostatics (Q1097065) (← links)
- A general approach to conservation laws in viscoelasticity (Q1117742) (← links)
- Conservation laws for incompressible fluids (Q1121087) (← links)
- On symmetry group extension and vorticity conservation in Lagrangian continual systems. (Q1417827) (← links)
- Stochastic geometric mechanics with diffeomorphisms (Q2107413) (← links)
- From fluid mechanics backgrounds to modern field theory (Q2167891) (← links)
- On Quasisympletic Formulation and Formal Integration of Classical Fluid Dynamic Conservation Laws (Q2708798) (← links)
- Lagrangian fluid mechanics (Q2765987) (← links)
- Impulse, Flow Force and Variational Principles (Q3707605) (← links)
- On symmetries, conservation laws, and variational problems for partial differential equations (Q4300192) (← links)
- Point Symmetries for Lagrangian Fluid Dynamics (Q4369756) (← links)
- Composite variational principles and the determination of conservation laws (Q4732814) (← links)
- New conservation laws of helically symmetric, plane and rotationally symmetric viscous and inviscid flows (Q5417282) (← links)