Improper design increases the resistance of current flow through terminals and causes problems like power loss, spark and heating in the joint.
Darcy model does not take the threshold pressure gradient and nonlinear segment resistance into consideration, which reduces the flow resistance of fluid flow in the low-permeability reservoir formation, while the quasi-linear model exaggerates the flow resistance of fluid flow in the reservoir.
Using numerical simulations for non-Newtonian models such as power law and Carreau models, the effects of optimal bifurcation angle on the pressure drop and flow resistance of blood flow in the symmetric bifurcation are investigated.
On the contrary, the quasi-linear model exaggerates the flow resistance of fluid flow in the reservoir, which makes the recovery factor the lowest in low-permeability reservoir.
Darcy model does not take the threshold pressure gradient and nonlinear segment resistance into consideration and significantly underestimates the flow resistance of fluid flow in the low-permeability reservoir formation.
Our model opens this possibility because of the explicit use of the Poiseuille relations that allow the calculation of the resistance to flow of complex associations of those channels, in series and/or parallel.
Table 2 Estimates of the resistance and percentage of increase in the resistance to flow of the two-fluid Casson model and two-fluid Herschel-Bulkley model over uniform diameter tube for different stenosis heights with and.
