Titlebook: A Perspective Look at Nonlinear Media; From Physics to Biol Jürgen Parisi,Stefan C. Müller,Walter Zimmermann Conference proceedings 1998 Sp

松果

小說(shuō)

Robert W. Johnstone,M. Parameswaran-dynamic traffic equations for the spatial density, average velocity, and velocity variance of vehicles are compared to equations, which can be obtained from a microscopic force model of individual vehicle motion. Simulation results of the models are confronted with empirical traffic data.

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Colonnade

libertine

An Introduction to Structural Optimization case electron (or hole) crystallization can take place at high densities. This is in distinction to the homogenous electron gas considered by Wigner where only at very low densities electrons are forming a lattice. We show that . . . . is an example for the case studied here. Because of the special

Lineage

Solid Mechanics and Its Applicationsrting from the hydrodynamic basic equations it turns out that the order parameter equations have nonlocal character. We present a suitable approximation scheme of the nonlocal terms by local ones which is based on a systematic gradient expansion. A truncation of this expansion leads to model equatio

Intend

Confidential

https://doi.org/10.1007/978-81-322-1889-0hinsky-equation describing curved, cellular flames near the instability threshold. Pattern formation is strongly influenced by the sign of flame curvature. For a flame that is convex with respect to the burnt gases localized patterns are observed. Concave flames display a family of patterns that we

AWRY

Robert W. Johnstone,M. Parameswaranme. The method of nonequilibrium molecular dynamics (NEMD) is introduced with special emphasis on simulations of a plane Couette flow. Procedures to extract rheological properties, such as the (non-newtonian) viscosity, normal pressure differences as well as information on shear flow induced structu

debble

Robert W. Johnstone,M. Parameswarano reduce their packing fraction under tapping. In this contribution, we review and partly extend recent progress in this area with special emphasis on the nonlinear dynamical modeling of the compaction process. In particular, we also present and discuss a novel minimal model for relaxational granula