Three-dimensional deformations of a curved circular beam subjected to thermo-mechanical loading using green's function method

摘要: Abstract This article deals with the exact thermo-mechanical static responses of a curved circular beam by Green's function method. To find solution, related governing differential equations are found using Hamilton's principles. They combined into two six-order ordinary inhomogeneous equations. form problem, adjoint operator along corresponding boundary conditions is from inner product calculations. It noteworthy that lateral temperature distribution leads to both in-plane and out-of-plane deformations. important point has not been mentioned in previous studies. Moreover, radially distributed results no displacements. Finally, answers some numerical tests confirmed accuracy proposed solution