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Adaptive and Recursive Time Relaxed Monte Carlo methods for rarefied gas dynamics
Boltzmann equation Monte Carlo methods Time Relaxed schemes
2010/12/6
Recently a new class of Monte Carlo methods, called Time Relaxed Monte Carlo (TRMC), designed for the simulation of the Boltzmann equation close to fluid regimes have been introduced [16].
On the Second Order Slip Reynolds Equation with Molecular Dynamics: Existence and Uniqueness
Reynolds equation Ky-Fan's Lemma Monotonicity techniques
2008/6/27
In this paper we obtained existence and uniqueness results for the modified second order slip Reynolds equation modeling the performance of the slider head floating over a rotating disk inside a hard...
Piecewise Solutions of Evolutionary Variational Inequalities. Application to Double-Layered Dynamics Modelling of Equilibrium Problems
Evolutionary variational inequalities Projected dynamical systems Equilibrium
2008/6/27
This paper presents novel results about the structure of solutions for certain evolutionary variational inequality problems. We show that existence of piecewise solutions is dependant upon the form of...
The dynamics of the Ramsey economic growth model with the von Bertalanffy population growth law
Ramsey model population models
2010/9/14
One of the key elements in economic growth theory is that population growth exponentially. In this paper we reformulate the Ramsey model of economic growth by assuming that the law describing populati...
RQI is an approach for eigenvectors of matrices. In 1974, B.N Parlett
proved that it was a ``succeessful algorithm'' with cubic convergent
speed for normal matrices. After then, several authors deve...
In this paper, a mean-field equation of motion which is derived by
Penrose (1991) for the dynamic Ising model with Glauber dynamics is
considered. Various finite difference schemes such as explicit ...
The Dynamics of a Predator-prey Model with Ivlev's Functional Response Concerning Integrated Pest Management
IPM strategy Ivlev's functional response Impulsive effect Extinction Permanence
2007/12/11
A mathematical model of a predator-prey model withIvlev's functional response concerning integrated pest management(IPM) is proposed and analyzed. We show that there exists a stablepest-eradication pe...
期刊信息
篇名
Suppressing nonlinear dynamics induced by external optical feedback in vertical-cavity surface-emitting lasers
语种
英文
撰写或编译
作者
X. F. Li,W. Pan,B. Luo,D. Ma,N. H. Li,Y. Wang
第一作者单位
刊物名称
Optics a...
期刊信息
篇名
Control of nonlinear dynamics in external-cavity VCSELs with delayed negative optoelectronic feedback
语种
英文
撰写或编译
作者
X. F. Li,W. Pan,B. Luo,D. Ma
第一作者单位
刊物名称
Optics and Laser Technology. Revis...
期刊信息
篇名
Nonlinear dynamics of flow-reaction coupling in porous media and application to in-situ leaching uranium mining
语种
英文
撰写或编译
作者
谭凯旋,王清良,刘泽华,胡鄂明
第一作者单位
刊物名称
International Journal of Modern Physi...
期刊信息
篇名
Nonlinear dynamics of a dipolar Bose-Einstein condensate in optical lattice,
语种
英文
撰写或编译
作者
Z.W. Xie,Z.X. Cao,E.I. Kats,W.M. Liu
第一作者单位
刊物名称
Phys. Rev. A
页面
71, 025601 (2005).
出版日期
2005年
月
日
文...
The Centre for Terrestrial Carbon Dynamics at the University of Sheffield（图）
carbon cycle forest ecosystems terrestrial systems 碳循环 森林生态系统 Centre for Terrestrial Carbon Dynamics University of Sheffield
2007/12/21
The aim of the Centre for Terrestrial Carbon Dynamics is to solve the equations for the terrestrial carbon balance, at a variety of scales, by a combination of modelling and data. Key to improving cur...
University of British Columbia, Vancouver September 27-29, 2006.The ongoing HIV pandemic, the brief SARS epidemic of 2003 and recurrent fears of a serious influenza outbreak have raised public conscio...
Propagation of Molecular Chaos by Quantum Systems and the Dynamics of the Curie-Weiss Model
Molecular Chaos Quantum Systems Dynamics the Curie-Weiss Model
2010/11/1
The propagation of molecular chaos, a tool of classical kinetic theory, is generalized to apply to quantum systems of distinguishable particles. We prove that the Curie-Weiss model of ferromagnetism ...
Holistic finite differences accurately model the dynamics of the Kuramoto-Sivashinsky equation
Holistic finite differences accurately model dynamics the Kuramoto-Sivashinsky equation
2010/10/29
We analyse the nonlinear Kuramoto-Sivashinsky equation to develop an accurate finite difference approximation to its dynamics. The analysis is based upon centre manifold theory so we are assured that...