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Recently, starting solutions for oscillating motions of a Maxwell fluid in cylindrical domains have been obtained in [9].
This is the reason that we separately gave the starting solutions for both cosine and sine oscillations of the shear stress on the boundary.
Generally, the starting solutions for unsteady motions of fluids are important for those who need to eliminate the transients from their rheological measurements.
It is shown that although the grating parameters are outside the validity domain of diffraction homogenization theories, the opto-geometrical parameters given by the effective medium theory can be used as starting solutions for designing the structure.
Jamil et al.[13] and Shahid et al.[14] determined the starting solutions for the motion of Oldroyd-B fluids induced by quadratic, and cosine and sine oscillating time-dependent shear stress, respectively.
Consequently, the aim of this article is to determine starting solutions for the unsteady motion of an incompressible Oldroyd-B fluid due to an infinite plate that applies an oscillating shear to the fluid.
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In this work a starting solution for this problem is found by using a greedy algorithm.
The MILP is first solved, the solution of which forms a feasible starting solution for the MINLP.
A bank of GA's are used to get a good starting solution for a conjugate gradient algorithm.
A suspension of beer wastes particles in aqueous citric acid was used as starting solution for the hydrothermal carbonization process.
The last accepted candidate solution is then taken as the starting solution for the generation of candidate solutions in the next iteration.
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CEO of Professional Science Editing for Scientists @ prosciediting.com