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They note that so little polymer is needed that other characteristics of the solution are essentially unchanged, meaning that other processes that it has to go through -- pumping, for example -- would not be affected.
Generally, radar waveform optimization should consider the characteristics of the solution besides the SINR gain.
However, one is more often interested in the frequency characteristics of the solution.
Various approaches exist for computing the stochastic characteristics of the solution of such a differential equation.
The basic characteristics of the solution are discussed and the method is applied to multiple-degree-of-freedom dynamic systems.
However, the rinsing and replenishing processes can cause changes in the ionic characteristics of the solution; that might lead to more signal discrepancy.
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Therefore, the detailed characteristics of the solutions and their theoretical implications have not been fully explored.
We provide some illustrative simulations to evince the fact that our method preserves the mathematical characteristics of the solutions that we mentioned above.
Here we solve this integral equation numerically to determine the characteristics of the solutions and compare the results to dendrite morphologies observed in experiments.
These restrictions permit an analytical or semi-analytical treatment of the problem, while the basic characteristics of the solutions remain valid in the general, multi-dimensional case.
Many studies introduced some constraint on test sites and costs in the optimization model [65, 66, 68]; however, we are not aware of a general model or a systematic study on the characteristics of the solutions of such optimization problems.
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