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The area of piecewise linear approximation has been researched in the past four decades approximately, and the method presented here is compared with another well-known approach.
In this study, in order to overcome this obstacle the porous media approximation has been used.
In engineering analysis, for a given unsteady-state process, pseudo-steady-state approximation has been explained.
In order to simplify the calculation a Pade approximation has been employed [Cohen A. Rheol. Acta.
The relativistic GW approximation has been demonstrated to be able to capture their electronic structure accurately but at an extremely high computational cost.
The relativistic GW approximation has been demonstrated to be able to capture electronic structure accurately, but at an extremely high computational cost.
To this end, the Born approximation has been implemented to find the effect of π-band electron-impurity interactions.
Kriging approximation has been widely used in reliability-based design optimization (RBDO) to replace the complex black-box performance functions.
The MLPNN chosen for its characteristic of universal approximation has been used here to identify the unknown dynamic.
The thin acoustic boundary layer approximation has been made in determining fluid vorticity in the vicinity of solid boundaries.
The tested specimens have been numerically modeled to calibrate the analytical tools, and a satisfactory approximation has been obtained between experimental and numerical results.
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