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A continuum model of motility in ameboid cells
Maria E. Gracheva
,
Hans G. Othmer
School of Mathematics
Research output
:
Contribution to journal
›
Article
›
peer-review
137
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Scopus citations
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Keyphrases
Motility
100%
Amoeboid Cell
100%
Continuum Model
100%
Cell-substrate Interaction
100%
Active Stress
100%
Cell-based
33%
Fibroblasts
33%
Locomotion
33%
Deformation Pattern
33%
Cell Characteristics
33%
Extracellular Signaling
33%
Protein Dynamics
33%
Elastic Properties
33%
Cell Motility
33%
Reaction-diffusion Equations
33%
Cell Deformation
33%
Cell Locomotion
33%
Stress Property
33%
Stress Generation
33%
Force Balance Equation
33%
Cell Elasticity
33%
Viscous Property
33%
Engineering
Continuum Model
100%
One Dimensional
50%
Generated Stress
50%
Force Balance
50%
Viscous Stress
50%
Elastic Stress
50%
Diffusion Equation
50%
Balance Equation
50%
Biochemistry, Genetics and Molecular Biology
Substrate Interaction
100%
Cell Migration
66%
Motion
33%
Protein Dynamics
33%
Cell Motility
33%
Fibroblast
33%
Medicine and Dentistry
Cell Migration
100%
Cell Motility
50%
Fibroblast
50%
Protein Dynamics
50%
Physics
Reaction-Diffusion Equation
100%