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Invariant solutions of the equation of motion for a sphere composed of Blatz-Ko material
Hin Chi Lei
, Sheng Wei Chen,
John M. Hong
土木工程學系
數學系
研究成果
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雜誌貢獻
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期刊論文
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Keyphrases
Equations of Motion
100%
Blatz-Ko Material
100%
Solution of Equations
100%
Invariant Solutions
100%
Separable Form
50%
Ordinary Differential Equations
33%
Governing Equation
33%
Non-separable
33%
Boundary Information
16%
Blatz
16%
Radial Deformation
16%
Blowout
16%
Spherically Symmetric
16%
Nonlinear Partial Differential Equations
16%
Lie Group
16%
Physical Quantity
16%
Phase Plane
16%
Global Behavior
16%
Outer Boundary
16%
Dynamic Deformation
16%
Autonomous Ordinary Differential Equations
16%
Nonautonomous Ordinary Differential Equations
16%
Engineering
Nonlinear Partial Differential Equation
100%
Singularities
100%
Phase Plane
100%
Outer Boundary
100%
Dynamic Deformation
100%
Lie Group
100%
Physical Quantity
100%
Physics
Equation of Motion
100%
Operators (Mathematics)
100%
Lie Groups
25%
Partial Differential Equation
25%
Mathematics
Invariant Solution
100%
Ordinary Differential Equation
66%
Lie Group
16%
Partial Differential Equation
16%
Phase Plane
16%
Physical Quantity
16%