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Titlebook: Dynamics: Models and Kinetic Methods for Non-equilibrium Many Body Systems; John Karkheck Book 2002 Springer Science+Business Media Dordre

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Janelle F. Rekman,Adnan AlseidiThe basic concept that rapid granular flows can be considered as a collection of particles with short range interactions, moving ballistically and suffering instantaneous and inelastic binary collisions, is formulated in Haff’s seminal paper Grain flow as a fluid mechanical phenomenon [.].
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Sociocultural Factors of WellbeingSomebody has remarked in connection with the development of quantum field theory that in classical mechanics, the three-body problem is too difficult. With the advent of quantum mechanics, the two-body problem has become too difficult, while quantum field theory has made the zero-body problem too difficult.
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Kinetic Theory of Granular Fluids: Hard and Soft Inelastic SpheresThe basic concept that rapid granular flows can be considered as a collection of particles with short range interactions, moving ballistically and suffering instantaneous and inelastic binary collisions, is formulated in Haff’s seminal paper Grain flow as a fluid mechanical phenomenon [.].
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https://doi.org/10.1007/978-3-030-25517-6 discussion of some of the fine points that arise in practical applications of the method. In particular I will contrast the accuracy and complexity of different solid-fluid boundary conditions, discuss the application of an external pressure gradient, and describe additional complications arising from particle motion.
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Patricia Moran,Erica L. JohnsonWe then show how familiar methods used in the kinetic theory of gases can be employed for explicit, analytical calculations of the largest Lyapunov exponent and KS entropy for dilute gases composed of hard spheres in d dimensions. We conclude with a brief discussion of interesting, open problems.
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Lattice-Boltzmann Simulations of Hydrodynamically Interacting Particles discussion of some of the fine points that arise in practical applications of the method. In particular I will contrast the accuracy and complexity of different solid-fluid boundary conditions, discuss the application of an external pressure gradient, and describe additional complications arising from particle motion.
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Orientational Relaxation and Brownian Motioni to the mutual diffusion of a pair of particles, interacting with a central potential [4]. He also considered the possibility of reaction between the two partners [5]. The modern theory of interacting Brownian particles is based on a generalized Smoluchowski equation for the probability distribution of the entire configuration of particles [6].
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