Thermodynamic form of the equation of motion for perfect fluids of grade n
arXiv:1006.0802
Abstract
We propose a thermodynamic form of the equation of motion for perfect fluids of grade n which generalizes the one given by J. Serrin in the case of perfectly compressible fluids. First integrals and circulation theorems are deduced and a classification of the flows is given.
7 pages
Cited by in corpus (5)
- Mixture of Fluids involving Entropy Gradients and Acceleration Waves in Interfacial Layers
- Travelling waves of density for a fourth-gradient model of fluids
- The Hamilton principle for fluid binary mixtures with two temperatures
- Adiabatic waves along interfacial layers near the critical point
- Properties of thermocapillary fluids and symmetrization of motion equations