It has been found that the results obtained by these two methods (IA and MCS) are very close to each other while the computation time required by IA based method is significantly less than that required by MCS.
Our mean time for the procedure (with both techiques) was higher than mean time reported by others (4.3-15 4.3-15 21, 23, 24, 25, 26, 27], although the minn time required to perform the GWDF technique was significantly less than that required to perform the PDT technique.
However, the level of information available is often significantly less than that required for an accurate description of the reservoir and the estimates of the real situation needs to be made.
Experimental pilot plant data indicated that a cyanide recovery of over 97% could be achieved using optimized conditions and the corresponding effluent concentration could be reduced to significantly less than the required maximum level of 50 mg/L NaCN.
The convergence rates of both methods are shown to deteriorate for these flows, compared with those for the lid-driven cavity, but the deterioration is generally less for the decoupled method, however, and the relative efficiency of the decoupled method means that execution times are significantly less than those required for the coupled method.
Hence, the time spent for using the Nakagami-SAp to obtain BER results can be significantly less than that required by using direct simulations.
The theoretical aspects of the basic and advanced parametric methods proposed in literature were presented, focusing on their high accuracy while, at the same time, emphasizing how the advanced parametric methods have the advantage of having computational times that are significantly less than those required by the basis parametric methods.
For an experiment with a particular requirement on either the field uniformity or the field gradient, we show that the volume required by a spherical coil form which satisfies these requirements can be significantly less than the volumes required by cosθ and solenoidal coil forms.
Durations using S by the XRTs were 138, 140, and 127 s (mean 135), respectively, which was significantly less time than required for analysis of 3D images (P < 0.0001) but significantly more time than required for analysis of 2D images (P < 0.0001).
It took TP locusts 4.2 min to recover from stupor, significantly less than 6.2 min required by NP locusts.
This rate was significantly below the average value of 72.8% (p<0.0001) and was also significantly less than the value required to achieve the allocative efficiency predicted by the bound optimisation model (p<0.001).
