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Linear and elastic-plastic fracture mechanics revisited by use of Fourier transforms - Theory and application
W H Muller, K P Herrmann, S Neumann
School of Engineering & Physical Sciences
Research output
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Contribution to journal
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Article
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peer-review
12
Citations (Scopus)
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INIS
strains
100%
applications
100%
plastics
100%
holes
100%
fourier transformation
100%
fracture mechanics
100%
volume
66%
equations
66%
inclusions
33%
distribution
33%
solutions
33%
comparative evaluations
33%
stiffness
33%
shape
33%
plates
33%
finite element method
33%
calculation methods
33%
analytical solution
33%
time dependence
33%
cracks
33%
Engineering
Discrete Fourier Transform
100%
Elastic Plastic Fracture Mechanics
100%
Representative Volume Element
66%
Elliptical Hole
66%
Material Response
66%
Two Dimensional
33%
Numerical Computation
33%
Arbitrary Shape
33%
Local Stress
33%
Circular Hole
33%
Equivalent Inclusion Method
33%
Finite Element Calculation
33%
Griffith Crack
33%
Minor Axis
33%