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On the Mathematical Structure of Eigen-deformations in a Föppl-von Kármán Bifurcation System
Ciprian D. Coman, Andrew P. Bassom
University of Tasmania
National Physical Laboratory
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Dive into the research topics of 'On the Mathematical Structure of Eigen-deformations in a Föppl-von Kármán Bifurcation System'. Together they form a unique fingerprint.
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Engineering
Boundary Condition
100%
Horizontal Plane
100%
Direct Numerical Simulation
100%
Azimuthal Direction
100%
Elastic Plate
100%
Beam Element
100%
Clamped Plate
100%
Net Effect
100%
Simply Supported Plate
100%
Mathematical Structure
100%
Hookean Spring
100%
Keyphrases
Bifurcation
100%
Eigendeformation
100%
Mathematical Structure
100%
Edge Restraint
50%
Net Effect
25%
Physical Condition
25%
Horizontal Plane
25%
Direct numerical Simulation
25%
Normal Pressure
25%
Azimuth Direction
25%
Singular Perturbation
25%
Asymptotic Limit
25%
Perturbation Argument
25%
Edge Moment
25%
Circular Elastic Plate
25%
Median Surface
25%
Simply Supported Plate
25%
Clamped Plate
25%
Parabolic Cylinder Function
25%
Boundary Restraint
25%
Flexural Compliance
25%
Curved Beam Element
25%