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Diffusion of tagged particle in an exclusion process
E. Barkai
, R. Silbey
Department of Physics
Massachusetts Institute of Technology
Research output
:
Contribution to journal
›
Article
›
peer-review
45
Scopus citations
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Dive into the research topics of 'Diffusion of tagged particle in an exclusion process'. Together they form a unique fingerprint.
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Keyphrases
Exclusion Process
100%
External Force Field
100%
Tagged Particle
100%
Force Field
50%
Probability Density Function
50%
Many-particle
50%
Non-interacting
50%
Initial Position
50%
Mean Square Displacement
50%
Anomalous Diffusion
50%
Physical Behavior
50%
One Dimension
50%
(R)-1
50%
Reflection Coefficient
50%
Symmetric Distribution
50%
Collision Event
50%
Particle number
50%
Hardcore
50%
Particle-free
50%
Potential Field
50%
Subdiffusion
50%
Zero Drift
50%
Non-Gaussian Diffusion
50%
Symmetric Potential
50%
Order Statistics
50%
Point Particle
50%
Particle Reflection
50%
Mathematical Theory
50%
Infinite Spaces
50%
Ballistic Diffusion
50%
Uniformly Distributed
50%
Mathematics
Initial Condition
100%
Probability Theory
50%
Mean Square
50%
Anomalous Diffusion
50%
probability density ρ
50%
One Dimension
50%
Wide Range
50%
Symmetric Distribution
50%
Collision Event
50%
Order Statistics
50%
Free Particle
50%
Particle Center
50%
Infinite Space
50%
Gaussian Distribution
50%
Reflection Coefficient
50%
Mathematical Theory
50%
Initial Position
50%
Engineering
Initial Condition
100%
Gaussians
50%
Physical Behavior
50%
Square Displacement
50%
Field Condition
50%
Reflection Coefficient
50%
Probability Density
50%
Initial Position
50%
Point Particle
50%
Physics
Field Theory (Physics)
100%
Reflectance
33%
Gaussian Distribution
33%
Mathematical Theory
33%
Material Science
Density
100%