Rotating Nanorod with clamped ends

摘要: This paper presents an analytical investigation on the buckling and post-buckling behavior of rotating nanorods subjected to axial compression clamped at both ends. The nonlinear governing equations are derived based classical Euler–Bernoulli theory Eringen's nonlocal elasticity model. critical load parameters such as angular velocity compressive force determined for given values nonlocality parameter. validity, convergence accuracy solutions established by comparing them with known solutions. numerical results show that increase in parameter gives rise deformation.