Molecular Dynamics Adiabatic Piston ModelAnalyze molecular dynamics with this tool. | |
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Molecular Dynamics Adiabatic Piston Model Ranking & Summary
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- License:
- GPL
- Publisher Name:
- Wolfgang Christian
- Operating Systems:
- Windows All
- File Size:
- 1.1 MB
Molecular Dynamics Adiabatic Piston Model Tags
- simulation simulate molecular evolution molecular graphics dynamics Molecular descriptor molecular biology tool Molecular Dynamics Package molecular dynamics simulation microtubule dynamics simulate molecular dynamics analyze graph dynamics molecular graphic analyze frictionless dynamics analyze two rods dynamics analyze falling rod dynamics find molecular substructure Molecular Dynamics gas particle interaction molecular dynamics analyzer analyze rotor dynamics analyze molecular sequences analyze molecular marker data study molecular dynamics analyze molecular weight analyze falling chain dynamics
Molecular Dynamics Adiabatic Piston Model Description
Molecular Dynamics Adiabatic Piston Model is a handy, Java based application specially designed to display two gas samples within a horizontal cylinder that is divided by an insulated piston that moves without friction. It is a supplemental simulation for the article by Eric Gislason and has been approved by the authors and the AJP editor. Initially the piston is held (locked) in place, and the pressures of the gases on each side of the piston are different. When the piston is released it undergoes oscillations that are damped due to collisions of the particles with the piston, and it finally ends up at rest. The final pressures of the two gases are equal, but the final temperatures are typically different. All particles in the Molecular Dynamics Adiabatic Piston model have unit mass and interact through pairwise Leonard-Jones forces. Gas particles interact with the container walls via a spring (Hooke's law) force and this particle-wall interaction is used to move the piston and to compute the pressure. The temperature is computed from the average kinetic energy. The piston position and the temperature and pressure are shown as functions of time in additional windows.
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