Several static stress analysis procedures are available in
Abaqus/Standard:
- General analysis
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Static Stress Analysis
is used for stable problems and can include linear or nonlinear response.
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Quasi-Static Analysis
is used to analyze the transient response of structures considering
time-dependent material behavior (creep and swelling, viscoelasticity, and
viscoplasticity). A quasi-static analysis can be linear or nonlinear.
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Direct Cyclic Analysis
is used to calculate the stabilized cyclic response of the structure directly.
It uses a combination of Fourier series and time integration of the nonlinear
material behavior to obtain the stabilized cyclic solution iteratively.
- Buckling
analysis
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Eigenvalue Buckling Prediction
is used to estimate the critical (bifurcation) load of “stiff” structures. It
is a linear perturbation procedure.
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Unstable Collapse and Postbuckling Analysis
is used to estimate the unstable, geometrically nonlinear collapse of a
structure. The method can also be helpful in obtaining a solution in other
types of unstable problems, and it is often suitable for limit load analyses.
- Fatigue
analysis
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Linear Elastic Fatigue Crack Growth Analysis
is used to predict delamination/debonding growth at the brittle material
interfaces in laminated composites and to predict crack growth in bulk brittle
materials under cyclic loading.
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Low-Cycle Fatigue Analysis Using the Direct Cyclic Approach
is used to predict progressive damage and failure for ductile bulk materials
and/or to predict delamination/debonding growth at the interfaces in laminated
composites based on the direct cyclic approach in conjunction with the damage
extrapolation technique.