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It is shown that sensitivity analysis with boundary integral scheme is independent of the mathematical expressions of the LSF.
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Sixteen tyoes of integral schemes are considered.
76 (1976) 433 442] 30 years ago, interfacial dynamics in Stokes flow has been implemented through explicit time integration of boundary integral schemes which require that the time step is sufficiently small to ensure numerical stability.
In addition, the higher-order boundary integral schemes presented here and their associated parallelization potentially can be applied to solving boundary integral equations in a general sense.
The Boundary Integral Equation is solved at each time step and the time marching scheme is performed with a fourth-order Runge Kutta method.
This approximate boundary integral technique is based upon the integral representation for scattered elastic waves using single-layer boundary sources.
4, a singular boundary integral equation is deduced.
The boundary integral formulation is derived using the standard procedure.
A numerical method based on the boundary integral equation is proposed for the point location problem.
It is known that the fundamental solution of the boundary integral equation is (frac{1}{4pi r}).
Radial integration method is employed to transform the domain integrals related to material nonhomogeneity and inertia effect into boundary integrals, hence a meshfree scheme involving boundary integrals only is achieved.
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