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High resolution finite difference schemes for solving the nonlinear model Boltzmann equations are presented for the computations of rarefied gas flows.
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A variety of approaches have been presented for the computation of φ i (p).
A numerical method is presented for the computation of spacing error bounds in vehicle platoons.
A finite-volume method is presented for the computation of compressible flows of two immiscible fluids at very different densities.
An algorithm based on the Ehrlich Aberth root-finding method is presented for the computation of the eigenvalues of a T-palindromic matrix polynomial.
A simplified analytical methodology is presented for the computation of the seismic settlements of strip and rectangle footings resting on liquefiable soil with a clay crust.
A continuum sensitivity analysis is presented for the computation of the shape sensitivity of finite hyperelastic viscoplastic deformations involving contact with friction using a direct differentiation method.
Finally, a rather general relation is presented for the computation of end corrections of resonator necks with different shapes, for which no analytical results are available.
In this paper a numerical method is presented for the computation of modal densities for other shell geometries, in particular the paraboloidal shell.
An efficient algorithm is presented for the computation of Fourier coefficients of piecewise-polynomial densities on flat geometric objects in arbitrary dimension and codimension.
A power series method is presented for the computation of normal modes and frequencies of an elastic beam resting on a non-linear foundation.
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