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Conservation equations of mass and momentum have been formulated using the dimensionless stream function and vorticity.
In this paper, the interference problem has been formulated using the pressure and pressure differences.
The problem has been formulated using the nonlocal Eringen elasticity theory and it was solved by a pseudo-spectral collocation method based on Chebyshev polynomials.
In this approach, the conventional single level programming has been formulated using the weighted sum technique with the weight is equal to reciprocal of the distance between the maximum and minimum value of each decision makers.
Related hypotheses have been formulated using the concept of elementary modes [ 16, 17].
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These equations are formulated using the least action principle.
Drilling fluid system was formulated using the following chemicals.
It is formulated using the usual parameters in mathematical epidemiology.
One model is formulated using the constant efficiency assumption.
First, flexibility is formulated using the mutual energy concept.
It is a kinematic model and is formulated using the Prandtl turbulent boundary layer equations.
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