Boundary element analysis of rotating functionally graded anisotropic fiber-reinforced magneto-thermoelastic composites

Abstract

The primary goal of this article is to implement a dual reciprocity boundary element method (DRBEM) to analyze problems of rotating functionally graded anisotropic fiber-reinforced magneto-thermoelastic composites. To solve the governing equations in the half-space deformation model, an implicit–implicit scheme was utilized in conjunction with the DRBEM because of its advantages, such as dealing with more complex shapes of fiber-reinforced composites and not requiring the discretization of the internal domain. So, DRBEM has low RAM and CPU usage. As a result, it is adaptable and effective for dealing with complex fiber-reinforced composite problems. For various generalized magneto-thermoelasticity theories, transient temperature, displacements, and thermal stresses have been computed numerically. The numerical results are represented graphically to demonstrate the effects of functionally graded parameters and rotation on magnetic thermal stresses in the fiber direction. To validate the proposed method, the obtained results were compared to those obtained using the normal mode method, the finite difference method, and the finite element method. The outcomes of these three methods are extremely consistent.

Fractional Boundary Element Solution for Nonlinear Nonlocal Thermoelastic Problems of Anisotropic Fibrous Polymer Nanomaterials

“…Boundary element analysis has grown in prominence as a useful method for dealing with problems involving convoluted borders in complex geometries [17][18][19][20]. Extensive research has focused on determining the dynamic behavior of various domain models and elastic or inelastic fractures in metallic, geometrically complex, anisotropic fibrous polymeric materials using a variety of interfaces in a more accurate and cost-effective manner by employing methods that allow for the use of available or easily inferred specific boundary conditions.…”

Acoustic radiation performance investigation of a double-walled cylindrical shell equipped with annular plates and porous foam media

“…Besides, the BEM impose restrictions on the ability of handling the exterior acoustic problem in nonisotropic and nonhomogeneous media. In these cases, a novel singular boundary method (SBM) 25,26 was proposed to handle the acoustic problems while Fahmy et al [27][28][29][30][31][32][33][34][35] optimized the algorithm to reduce the computational complexity and computational time and to overcome some nonlinear problems. These methods contribute to solving singular or hypersingular integrals, but much of the research is focused on future-proofing the method and higher resolutions of elements is continually desired, particularly as this is necessary for modeling high frequency problems.…”