Computational Physics Science

@Intermall

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• - Graduate student at Rice University, and one of an emerging new breed in Computational Physics, which combines the two passions: Programming and Finding out Why.
  
• - Research topics: quantum computing, time-resolved optical imaging, morphological image analysis, quantum Monte Carlo, nano-scale magnetism, chaos; in Netherlands.
  
• - Mathematical Modeling of Electromigration in thin film interconnects, Internal Friction spectrum.
  
• - An overview of how multiple particle systems can be simulated using parallel computing.
  
• - The GNU Scientific Library (GSL) is a numerical library for C and C++ programmers. It is free software under the GNU General Public License.
  
• - Here practical aspects of conducting research via computer simulations are discussed.
  
• - This site keeps track of the various methods used in simulating n-body systems.
  
• - An investigation infrastructure training students in scientific calculation in physics and informatics.
  
• - Computational Physics, Simulators on Chaos and many other physical phenomena based on Jbuilder and Java Applets
  
• - A very extensive list of resource websites for computational condensed matter physics software, visualization and scientific programming software, research groups, journals and lecture material.
  
• - Monte Carlo simulations of ferromagnetic material using Ising and Potts spin models to ascertain selected properties of such material. Discusses what spin models are and how they are used to simulate magnetic material, with particular attention to the use
  
• - An online textbook on using numerical methods to solve a variety of wave equations in mathematical physics.
  
• - Toolboxes for modelling of dynamical systems and time series analysis which were developed in the Nonlinear Dynamics Group Potsdam.
  
• - Full set of notes in computational solid state physics from talks given by recognized leaders in the field. (Lectures are annual, starting in 2001)
  
• - A personal website about molecular dynamics simulation, Finite-Difference Time-Domain method and tips and tricks in scientific computing.
  
• - This branch of the American Physical Society is focused on computational physics
  
• - Research Project on Object-oriented practice for Computational Physics and Distributed Computing. Includes jLab,the Java based scientific applet, as the practice sample.
  
• - The Geometric or Clifford algebras have a variety of applications in physics and computer vision and other places.
  
• - An overview of numerical methods of simulating physical systems.
  
• - The Polygonal Contact Model (PCM) is a contact algorithm for multibody dynamics
  
• - CSEP is an electronic book for teaching Computational Science and Engineering. The intended audience are students in science and engineering at the advanced undergraduate level and higher.
  
• - Institute for the promotion of computational science.
  
• - Computational Physics, Inc. (CPI) was founded to perform advanced scientific research and technology development in atmospheric and space physics. Products and projects, news, press releases, jobs, publications, related links.
  
• - Course covers quantifying techniques that are used in physics. Topics include ordinary differential equations, partial differential equations, matrices, and simulation methods.
  
• - The Center for Computational Physics was founded at the University of Tsukuba as an inter-university research facility. The purpose of the Center is to function as a base to develop research in computational physics and parallel computer science
  
• - Path integrals in nonlinear stochastic systems. Applications to nuclear physics, neocortex, combat simulations.
  
• - Describes a method of defining lattice geometries for use in computational physics.
  
• - nMod is a Linux open source particle-particle nBody model suitable for small scale nBody simulations. Also included is a Linux OpenGL viewer for the output files.
  
• - Essays on computational physics and modelling magnetic material. Software for simulating the Belousov-Zhabotinsky chemical reaction and for solving the travelling salesman problem.
  
• - Research in the analysis of algorithms for solving spin systems.