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Towards poroelasticity of fractal materials
M. Ostoja-Starzewski
Mechanical Science and Engineering
National Center for Supercomputing Applications (NCSA)
Beckman Institute for Advanced Science and Technology
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Dive into the research topics of 'Towards poroelasticity of fractal materials'. Together they form a unique fingerprint.
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Keyphrases
Poroelasticity
100%
Fractal Materials
100%
Fractal Geometry
66%
Fractal Media
66%
Proposed Methodology
33%
Displacement Field
33%
Regularization Method
33%
Fluid Phase
33%
Continuum Mechanics
33%
Constitutive Equation
33%
Initial-boundary Value Problem
33%
Pore Space
33%
Solid Matrix
33%
Matrix Phase
33%
Fractal Dimension
33%
Anisotropic Structure
33%
Spatial Gradient
33%
Balance Equations
33%
Product Measure
33%
Dimensional Regularization
33%
Fluid Displacement
33%
Poromechanics
33%
Fluid Velocity Field
33%
Engineering
Fractal Geometry
100%
Anisotropic
50%
Displacement Field
50%
Applicability
50%
Regularization
50%
Continuum Mechanics
50%
Constitutive Equation
50%
Boundary Value
50%
Velocity Field
50%
Pore Space
50%
Fluid Phase
50%
Solid Matrix
50%
Matrix Phase
50%
Fractal Dimension
50%
Fluid Velocity
50%
Fluid Displacement
50%
Earth and Planetary Sciences
Poroelasticity
100%
Continuum Mechanics
33%
Pore Space
33%
Boundary Value Problems
33%
Constitutive Equation
33%
Mechanics (Physics)
33%