Nonlinear vibrations of graphene-reinforced porous rotating conical shell with arbitrary boundary conditions using traveling wave vibration analysis

Mid-surface geometry: a spherical panel; b parabolic conoid and c

Ratio of nonlinear to linear natural frequency versus porosity

PDF) Vibration characteristics of functionally graded graphene reinforced porous nanocomposite cylindrical shells with spinning motion

In-plane displacement throughout the laminate's plate thickness

Nondimensional frequency variations of the copper-matrix beams

General three-dimensional scattering and dynamic stress concentration of Lamb-like waves in a spherical shell with a spherical inclusion

The distributions of CNTs through the thickness direction of FG-CNTR

Wei ZHANG, Professor, PhD, Beijing University of Technology, Beijing, Bei Gong Da, Department of Mechanics

Nonlinear free vibration analysis of doubly curved shells

Nonlinear vibrations of graphene-reinforced porous rotating conical shell with arbitrary boundary conditions using traveling wave vibration analysis

General three-dimensional scattering and dynamic stress concentration of Lamb-like waves in a spherical shell with a spherical inclusion

The variation of (a) Young's modulus and (b) density of porous HM