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For the simulation of flow around an arbitrarily moving body, an immersed boundary method is developed in a non-inertial reference frame that is fixed to the body.
An immersed boundary method is developed and used together with LES to handle complex geometries and to decrease the complexity and computational cost of the Monte Carlo (MC) particle operations, while maintaining the high accuracy of the hybrid LES/FMDF model.
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A modified immersed-boundary method is developed using the direct-forcing concept.
A boundary perturbation method is developed to extract the fundamental eigenvalue of the governing biharmonic boundary value problem.
A dual boundary element method is developed for a analysis of reinforced cracked shallow shells.
A scheme for grid optimization for the boundary element method is developed.
A boundary perturbation method is developed to determine the fundamental frequency of vibrating plates.
In this work, the matched interface and boundary (MIB) method is developed to address elasticity interface problems.
A computer program for seepage analysis of zoned anisotropic media based on the Boundary Element Method is developed.
An improved version of the immersed boundary (IB) method is developed for simulating flexible filaments in a uniform flow.
A numerical strategy with the help of the boundary element method is developed to calculate the natural sloshing frequencies and corresponding modes for these wedge-shaped tanks.
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