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Analytical solutions of this additional term are discussed.
But solutions of this kind can only be arrived at with our own knowledge of our domestic set up.
Solutions of this kind will never entirely eliminate unplanned iterations, but they will certainly reduce the probability of them.
The solutions of this equation are expressed in terms of hyperbolic, trigonometric, exponential and rational functions.
This paper uses Value Engineering (VE) methodology to find solutions of this problem.
The ACS solutions of this study have been developed for the surface engineering of synthetic biomaterials.
In the literature, the solutions of this problems are based on the Pareto frontier construction.
This paper is primarily concerned with the large time behavior of solutions of this system.
Unfortunately, most of the solutions of this type are not suited to the actual needs.
The fundamental solutions of this formulation are analyzed for unloaded, and for concentrated loaded systems.
Solutions of this system are obtained by the least-squares finite element method.
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