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A generalized Langevin equation approach to molecular collision dynamics
George C. Schatz
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Corresponding author for this work
Chemistry
Research output
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Article
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peer-review
11
Scopus citations
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Dive into the research topics of 'A generalized Langevin equation approach to molecular collision dynamics'. Together they form a unique fingerprint.
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Keyphrases
Collision Dynamics
100%
Molecular Collisions
100%
Generalized Langevin Equation
100%
Friction Term
100%
Markovian
66%
Slow Variables
66%
Fast Variables
66%
Gas Phase
33%
Energy Transfer
33%
Degrees of Freedom
33%
Equations of Motion
33%
Quantitative Characterization
33%
Time-scale Separation
33%
Langevin
33%
Forcing Term
33%
Inelastic Scattering
33%
Excitation Energy
33%
Vibrational Energy
33%
Vibrational Excitation
33%
Correction Factor
33%
Best Time
33%
Random Force
33%
Weak Correlation
33%
Large Energy
33%
Internal Degrees of Freedom
33%
Potential Energy Function
33%
Non-Markovian Effect
33%
Nonlinear Langevin Equation
33%
Langevin Method
33%
Engineering
Degree of Freedom
100%
Collision Dynamics
100%
Energy Engineering
100%
Gas-Phase
50%
Energy Function
50%
Good Time
50%
Potential Energy
50%
Internal Degree
50%
Slow Variable
50%
Physics
Langevin Equation
100%
Molecular Collision
100%
Degree of Freedom
66%
Energy Transfer
33%
Vapor Phase
33%
Potential Energy
33%
Equation of Motion
33%
Inelastic Scattering
33%
Carbon Dioxide
33%
Chemistry
Langevin Equation
100%
Molecular Collision
100%
Energy Transfer
33%
Vibrational Energy
33%
Vibrational Excitation
33%
Potential Energy Function
33%
Inelastic Scattering
33%
Carbon Dioxide
33%
Material Science
Potential Energy Function
100%
Carbon Dioxide
100%