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Shear-induced wrinkling in accelerating thin elastic discs
Ciprian D. Coman
Department of Computer Science
Centre for Mathematics and Data Science
School of Computing and Engineering
Centre for Autonomous and Intelligent Systems
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Contribution to journal
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Article
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peer-review
3
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Engineering
Limitations
100%
Linear Elasticity
100%
Physical Parameter
100%
Direct Numerical Simulation
100%
Thin Plate
100%
Angular Acceleration
100%
Fourth Order
100%
Multiple Scale
100%
Boundary Value
100%
Buckling Equation
100%
Prestress
100%
Rotating Disk
100%
Local Buckling
100%
Keyphrases
Wrinkling
100%
Shear-induced
100%
Physical Parameters
50%
Direct numerical Simulation
50%
Factor Combination
50%
Thin Plate
50%
Instantaneous Speed
50%
Angular Acceleration
50%
Buckling Equation
50%
Singular Perturbation
50%
Wrinkling Instability
50%
Bifurcation Problems
50%
Prestress
50%
Annular Domain
50%
Rotating Disk
50%
Fourth-order Boundary Value Problem
50%
Elasticity Solution
50%
Multiple Scale Perturbation Method
50%
Classical Linear Elasticity
50%
Matched Asymptotics
50%
Plate Buckling
50%
Spinning Motion
50%
Mathematics
Asymptotics
100%
Linear Elasticity
50%
Fourth-Order
50%
Singular Perturbations
50%
Prestress
50%
Perturbation Theory
50%
Boundary Value Problems
50%
Thin Plate
50%
Variable Coefficient
50%
Rotating Disk
50%