Kinetic theory : classical, quantum, and relativistic descriptions
By R. Liboff. 2003
417 citations recorded by the source corpus.
View Paper: https://www.semanticscholar.org/paper/afd0bb0fe9ec2c070d1fd31b2b99ee2e3f1cd25a
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
- José Antonio Carrillo
- Albert J. Valocchi
- Qinjun Kang
- Haihu Liu
- V. Panferov
- C. Leonardi
- Sebastian Schmieschek
- A. Narváez
Citations in the corpus
- Lagrangian-Eulerian methods for multiphase flows (2013, background): “Such a theory of multiphase flows is not a trivial extension of the statistical theories for single–phase turbulent flows, but in fact bears a closer relation to the classical kinetic theory of gases and its extension to granular gases [70] and gas-solid flow [9].”
- Different Thermodynamic Theories and Different Heat Conduction Laws (2009, unknown): “The wanted fields are the internal energy e, the three components pi of the first moment of the system of governing equations of phonon gas hydrodynamics, connected to the heat flux by the relation qi = c(2)pi, where c means the Debye phonon velocity [29, 30], and the six independent components of t”
- Multiphase lattice Boltzmann simulations for porous media applications (2014, methodology): “Moreover, the Navier-Stokes equations for macroscopic fluid flow are obeyed in the limit of small Knudsen and Mach numbers (see below) [55,54].”
- Lattice Boltzmann 2038 (2015, background): “When looking at Liboff’s book [54], I cannot help but think that we have (partially) achieved only the first third of the story, the remaining two being hopefully going to take a substantial share of lattice Boltzmann 2038.”
- Double milling in self-propelled swarms from kinetic theory (2009, background): “This paper aims to bridge general microscopic descriptions of self-propelled interacting swarming systems to their macroscopic counterparts, using kinetic theory [7, 23] as middle ground.”
- Large-eddy simulation of particle-laden turbulent flows (2008, unknown): “…physics to obtain a probabilistic description for particle-laden flows has been reviewed by Minier & Peirano (2001) and Subramaniam (2000, 2001a , b) have described the way in which Klimontovich and Liouville probability density definitions (Liboff 1998) can be re-adapted to the study of spray.”