The fracture process simulation model of the gear tooth is built up by the finite element method(FEM)and extended finite element method(XFEM).Through the co
In this work a new strong-form finite element method,Element Differential Method(EDM),is proposed to perform free and forced vibration analysis of elastodyn
The Multi-Material Arbitrary Lagrangian Eulerian(MMALE)method is an effective way to simulate the multi-material flow with severe interface deformation.
Modal analysis is widely used to investigate the dynamic characteristics of all types of structures.For finite element models,iterative solvers are needed t
Heterogeneous materials are ubiquitous,and they can be found in nature as living organisms,such as bone,plant tissue,and as non-living substances,such as so
This talk discusses possibilities for establishing high order smoothed finite element method(high-order S-FEM).In the high-order S-FEM approaches,smoothed s
Bo-modulus materials such as graphite,foamed aluminum and some polymers present tension-compression asymmetric mechanical behaviors.To improve the numerical
The Arbitrary Lagrangian-Eulerian(ALE)Formulation has been the research hotspot since the work of Hirt etc.,which emerged to alleviate the drawbacks of trad
Incompressible materials are hard to solve using the conventional finite element method.In the history of computational mechanics,numerous techniques were c