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Scaling Functions in Spatially Random Composites
Martin Ostoja-Starzewski
, Shivakumar I. Ranganathan
Mechanical Science and Engineering
National Center for Supercomputing Applications (NCSA)
Beckman Institute for Advanced Science and Technology
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Keyphrases
Scaling Function
100%
Random Composites
100%
Representative Volume Element
50%
Micromechanics
25%
Finite Size
25%
Elastoplasticity
25%
Thermal Conductivity Tensor
25%
Finite-size Scaling
25%
Second Rank
25%
Statistical Volume Element
25%
Hill-Mandel Condition
25%
Material Scaling
25%
Crystalline Aggregates
25%
Single Crystal Anisotropy
25%
Scaling Trends
25%
Nonlinear Thermoelasticity
25%
Darcy Permeability
25%
Linear/non-linear
25%
Physics
Single Crystal
100%
Thermal Conductivity
100%
Anisotropy
100%
Homogenizing
100%
Micromechanics
100%
Composite Material
100%
Engineering
Random Composite
100%
Representative Volume Element
100%
Thermal Conductivity
50%
Micromechanics
50%
Mesoscale
50%
Volume Element
50%
Conductivity Tensor
50%
Composite Material
50%
Anisotropy
50%
Material Science
Elasticity
100%
Thermal Conductivity
50%
Composite Material
50%
Micromechanics
50%
Anisotropy
50%
Homogenization
50%
Single Crystal
50%
Mathematics
Random Composite
100%
Scaling Function
100%
Volume Element
75%
Stochastics
25%
Tensor
25%
Medicine and Dentistry
Composite Material
100%