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In the paper, a linear sliding wear model with ratcheting effects is proposed to describe the wearing process and a simplified mathematical method is presented to simulate the wear of the rotor bushing sliding on the ground plane.
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Furthermore a simulation method is presented to simulate fatigue crack growth in any three-dimensional structures.
A numerical scheme is presented to simulate the meshing process of spur gears, based on the material point method (MPM).
A finite element method (FEM) model was presented to simulate local buckling behaviors of the tested columns under axial load.
The characteristic Galerkin finite element method for the discrete Boltzmann equation is presented to simulate fluid flows in complex geometries.
A number of flows, simulated using this method are presented to assess the accuracy and correctness of the algorithm.
The immersed boundary lattice Boltzmann method was presented recently to simulate the rigid particle motion.
The variational self-consistent (V-SC) method is presented for simulating texture evolution in viscoplastic polycrystals undergoing large deformation.
A high-order spectral element discontinuous Galerkin method is presented for simulating immiscible two-phase flow in petroleum reservoirs.
A high-order adaptive finite-volume method is presented for simulating inviscid compressible flows on time-dependent redistributed grids.
The method is presented below to show how reliable research data was generated for forecasting calculations in order to simulate the situation in 2015: 1.
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