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A numerical procedure for resolving the case of LQ differential game is designed.
A numerical procedure for the reliability assessment of uncertain linear structures subjected to general Gaussian loading is presented.
A numerical procedure for resolving the resulting partial differential equations is proposed in which rotations are approximated by trigonometric functions.
Conditions for the existence of a fuzzy solution are derived and a numerical procedure for calculating the solution is designed.
This paper describes a numerical procedure for the blank shape design of thin metallic parts obtained by stamping.
First, a numerical procedure for the evaluation of complex frequencies and modes of vibration has been worked out.
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Secondly, a numerical procedure allowing for non-linear adhesive stress strain relationships to be accounted for is presented.
A numerical procedure is investigated for optimizing the design of tunnel-entrance hoods used for controlling the compression wave generated when a high-speed train enters a tunnel.
A numerical procedure is employed for solving the nonlinear model.
A numerical procedure is suggested for the solution of multidimensional inhomogeneous Helmholtz/Schrödinger equations.
From this, a numerical procedure was derived for the simulation of Zr cladding embrittlement during loss-of-coolant accidents.
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