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J N Reddy
HIndex: 57
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Vibration
Mathematical model
Boundary value problem
Shear stress
Stress
Nonlinear system
Equations of motion
First-order logic
Material properties
Deformation
Finite element method
Computer simulation
Plate theory
Higher-order logic
Three-dimensional space
Buckling
Displacement
Least squares
Numerical analysis
Bending
Constitutive equation
Composite material
Incompressible flow
Mathematical analysis
Closed-form expression
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Vibration
Mathematical model
Boundary value problem
Shear stress
Stress
Nonlinear system
Equations of motion
First-order logic
Material properties
Deformation
Finite element method
Computer simulation
Plate theory
Higher-order logic
Three-dimensional space
Buckling
Displacement
Least squares
Numerical analysis
Bending
Constitutive equation
Composite material
Incompressible flow
Mathematical analysis
Closed-form expression
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Match this author profile with one of the following researchers:
Author Name
Affiliation
Papers
J N Reddy
University Of Oklahoma
678
J N Reddy
Central Rice Research Institute
25
J N Reddy
Indian Institute Of Science
23
J N Reddy
Northwestern University
3
J N Reddy
Bendix Corporation
1
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