Application of nonlocal strain gradient theory to size dependent bending analysis of a sandwich porous nanoplate integrated with piezomagnetic face-sheets

Keyphrases

• Analytical Solution 33%
• Bending Analysis 100%
• Electric Potential 33%
• Face Sheet 33%
• First-order Shear Deformation Theory 33%
• Geometrical Features 33%
• Geometrical Parameters 33%
• Governing Equation 66%
• Gradient Parameter 66%
• Magnetic Potential 33%
• Nanoplates 66%
• Navier Solution 33%
• Nonlocal Gradient 33%
• Nonlocal Parameter 33%
• Nonlocal Strain Gradient Theory 100%
• Numerical Results 33%
• Paper-based 33%
• Pasternak Foundation 33%
• Piezoelectric Face-sheets 100%
• Piezomagnetic 33%
• Porosity 66%
• Porosity Volume Fraction 33%
• Porous Core 33%
• Porous Nanoplate 100%
• Power-law Function 33%
• Primary Function 33%
• Principle of Virtual Work 33%
• Sandwich Nanoplates 33%
• Sandwich Plate 33%
• Size Dependence 100%
• Stiffness Enhancement 33%
• Stiffness Reduction 33%
• Strain Gradient 66%
• Thickness Direction 33%
• Volume Strain 33%

Engineering

• Face Sheet 100%
• First-Order Shear Deformation Theory 20%
• Geometrical Characteristic 20%
• Geometrical Parameter 20%
• Porosity 100%
• Primary Function 20%
• Sandwich Plate 20%
• Stiffness Reduction 20%
• Strain Gradient 100%
• Thickness Direction 20%