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Gradient-dependent plasticity model and dynamic strain localization analysis of saturated and partially saturated porous media: One dimensional model
Hong Wo Zhang,
Bernard A. Schrefler
Research Institute
Houston Methodist
Research output
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Contribution to journal
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Article
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peer-review
74
Scopus citations
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Dive into the research topics of 'Gradient-dependent plasticity model and dynamic strain localization analysis of saturated and partially saturated porous media: One dimensional model'. Together they form a unique fingerprint.
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Physics & Astronomy
plastic properties
79%
musculoskeletal system
66%
gradients
55%
softening
55%
mathematical programming
50%
permeability
50%
seepage
44%
variational principles
31%
S waves
28%
boundary value problems
28%
atmospheric pressure
25%
wave propagation
24%
plastics
22%
porosity
20%
continuums
20%
air
17%
water
16%
Engineering & Materials Science
Porous materials
84%
Plasticity
80%
Initial value problems
39%
Shear waves
39%
Seepage
35%
Mathematical programming
33%
Atmospheric pressure
32%
Wave propagation
30%
Plastics
20%
Air
15%
Water
15%
Chemistry
Plastic Property
100%
Wave
79%
Permeability
68%
Strain
59%
Shear
39%
Pore
28%
Pressure
24%