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A variational multiscale method has been presented for efficient analysis of elastoplastic deformation problems.
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A meshfree multiscale method is presented for efficient analysis of elastoplastic solids.
A multiple-time step computational approach is presented for efficient discrete-element modeling of aerosol flows containing adhesive solid particles.
To remedy these problems, a solution-adaptive high-order central/shock-capturing finite difference scheme is presented for efficient computations of compressible multi-material flows, including turbulence.
A methodology is presented for efficient and accurate modeling of correlated wind velocities along long span structures at a virtually infinite number of points.
General tuning principle has been found when using the TID to maximize single mode damping and an approximate method is presented for efficient determining the TID parameters for optimal tuning and the corresponding damping ratio.
Results are presented for an efficient solution method for second-order accurate discretizations of the 2D steady Euler equations.
A reduced basis formulation is presented for the efficient solution of large-scale algebraic random eigenvalue problems.
A unified formulation is presented for coupled efficient zigzag, third order, consistent third order and first order models for hybrid piezoelectric layered FGM beams under thermoelectromechanical load.
An algorithm is presented for the efficient and accurate computation of the coefficients of the characteristic polynomial of a general square matrix.
A reduced predictor-corrector scheme is presented for an efficient solution of the implicit numerical integration of the model in the context of Finite Element calculations.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com