The Results section contains a validation of the well-mixed subvolume calculation for a problem with slow diffusion, approximately in the range for the apparent diffusion coefficient measured of large proteins in the cytoplasm.
The causes of disagreement between large-scale code calculations and reality for problems involving fast, transient loading have been discussed.
Before the discussion using simulations, OPF calculation for the defined problem is executed using an interior point method to know exact optimal solutions.
For calculation problems, the TRNS group showed a significant decrease in peak latency compared to sham controls [t(10) = −3.4, p = 0.007].
It is found that the half-space-based methods yield high-accuracy calculation for non-conforming contact problems.
This is easy enough for numerical calculations, but gets more complicated for problems like these, where we use our visual perception that has been honed by millions of years of evolution, and our flexible brains that can look at a problem at different levels, and screen out irrelevant details.
Especially for problems requiring complex calculations to find the optimal solution, the present method can provide a straightforward suboptimal solution.
The use of a special 2D formulation, instead of 6D, can greatly simplify the necessary incremental plasticity calculations for these practical problems.
On the basis of analytical calculations for simple flow problems we propose a weighted harmonic mean interpolation scheme to smoothen the electric properties in the diffused transition region (interface).
This could increase the accuracy of the method and overcome problems with the calculation for amplicons including polymorphic sites.
