Mathematical modeling and solution of nonlinear vibration problem of laminated plates with CNT originating layers interacting with two-parameter elastic foundation

Keyphrases

• Vibration Problems 100%
• Mathematical Modeling 100%
• Elastic Foundation 100%
• Laminated Plates 100%
• Two-parameter Elastic Foundation 100%
• Nonlinear Vibration 100%
• Mathematical Solution 100%
• Winkler-Pasternak Elastic Foundation 100%
• Rectangular Plate 66%
• Elastic Medium 66%
• Nonlinear Ordinary Differential Equations 66%
• Numerical Analysis 33%
• Equations of Motion 33%
• Galerkin Method 33%
• Mathematical Model 33%
• Second-order Nonlinear 33%
• Stress-strain 33%
• Nonlinear Term 33%
• Third-order Nonlinear 33%
• Large Amplitude 33%
• Nonlinear Partial Differential Equations 33%
• Nanocomposite Plate 33%
• Laminated Nanocomposites 33%
• Semi-inverse Method 33%
• Ambartsumyan Theory 33%
• Similarity Relation 33%
• Anisotropic Plate 33%
• Deflection Function 33%
• First-order Shear Deformation Plate Theory 33%
• Media Models 33%
• Plate Pattern 33%
• Nanocomposite Layer 33%

Engineering

• Nanocomposite 100%
• Rectangular Plate 100%
• Nonlinear Vibration 100%
• Vibration Problem 100%
• Shear Deformation 50%
• Plate Theory 50%
• Inverse Method 50%
• Nonlinear Term 50%
• Nonlinear Partial Differential Equation 50%
• Deflection Function 50%
• Monolayers 50%
• Anisotropic Plate 50%

Material Science

• Vibration Problem 100%
• Laminated Plate 100%
• Nonlinear Vibration 100%
• Nanocomposite 100%
• Monolayers 50%