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The proposed method is an analytical formulation based on load displacement record differences for incremental changes in crack length.
In addition, an analytical formulation based on ray theory is derived to investigate the focusing, de-focusing and collimation properties of proposed GRIN medium.
This paper presents a new analytical formulation based on the CZ modeling approach for the prediction of plate end debonding in plated beams.
The analytical formulation based on Higher- Order Shear Deformation Theory (HSDT) accounts for both the shear deformation and thickness stretching effect by a sinusoidal variation of the displacement field across the thickness.
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In this work, analytical formulations, based on the BSIM3v3 model, are proposed for MTMCML performance measures with an error within 10% compared to HSPICE.
In the present study, a semi-analytical formulation based on a variational approach is developed and the Rayleigh Ritz method is subsequently applied to solve the postbuckling problem of VAT plates.
Solutions for stresses and displacements of the beam constituents are obtained from finite element formulation based on analytical solution of the face sheet/tile unit cell.
In the present study, random variable based micro and macro-scale reliability analyses are critically compared through a limit state formulation based on the analytical stress tensor components of a rectangular simply supported orthotropic FRP composite plate and the Tsai Hill failure criterion.
A formulation, based on the semi-analytical finite element method, is proposed for elastic conical shells conveying fluids.
A coupled formulation based on the semi-analytical finite element technique is developed for composite shells conveying fluid.
Analytical solutions for the Helmholtz equation in the sediment layer, combined with a formulation based upon boundary perturbation theory, facilitate numerical implementation for the solution of coherent field.
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