This approach is computationally efficient, but might lead to simulation artifacts such as spurious cycles [ 4, 5], which are cycles that do not appear in asynchronous simulation.
Thermal zones and user behaviors are also examined as technical and subjective assumptions could lead the simulation to a wrong direction.
Thus, a set of four input sets were designed with lagged t of up to 3 months for 1-month lead time simulation of river flow using MLP ANN, MLP FFA methods.
Even though heuristic, this strategy can lead to simulation results showing a good agreement with experimental data (see e.g., [ 11- 13]).
This allowed us to eliminate combinations of U and s that lead to simulation results where the pattern of extinction in the experiment was not produced.
This property of the model leads to simulations where the computational cost becomes independent of the Knudsen number (Kn) [3].
Accounting for the deduced 4CL inhibition in the model leads to simulations that faithfully capture all experimental data associated with the COMT knockdown; in particular, the 4CL substrates accumulate and the concentration of coniferaldehyde decreases, as observed.
The work presented here focuses on the coupling effects and the resulting heating between two leads, by simulation and experiments.
In addition, a wrapped-tank condenser coil has strong coupling with a stratified water tank, which leads HPWH simulation to a transient process.
This led to simulation results for low amounts of injected insulin that match the experimental data set [ 59] about as well as our original model (not shown).
