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In this paper, we introduced a general formulation for the modified generalized Laguerre operational matrix of fractional integration.
Attention is focused on the full non-linear compressible Navier Stokes equations in specific volume form as a step toward a more general formulation for problems with generic non-linearities.
In the current contribution, a general formulation for the non-linear stability problem has been formulated numerically based on the transfer-matrix method.
Also a general formulation for FLFs fractional derivatives and product operational matrices is driven.
A general formulation for the two dimensional lateral buckling problem is developed employing classical rod theory.
This study presents a general formulation for toppling risk assessment of rigid electrical equipment during earthquakes.
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The general formulations for power radiated into support structure are given.
This paper presents general formulations for natural frequencies and mode shapes with all non-linearity effects.
This chapter discusses the classical creep theories for steel and metals as well as the general formulations for creep and viscoplasticity.
Secondly, in the extended MIST, new general formulations for the physical response functions of individual mode are derived for the classical non-local damping and the non-classical damping, in which for non-classical damping modal strain energy (MSE) is used to estimate MDR and derive physical response function.
We presented two general formulations for the GNA problem.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com