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Based on the PH/PH(n)/C/C DES model, we develop a simulation-based optimization approach for the width design of urban rail transit station walkway, The GA is used as an optimization method in conjunction with PH/PH(n)/C/C DES model to determine the optimal width of the urban rail transit station walkway.
As demonstrated in Figure 12, the optimal width of the window function is 33 range cells.
The optimal width of forest edge removed was determined to be 90 m.
The results of computation and experiment show that there is an optimal width of the deflecting ring, corresponding to the minimum noise generated by the outdoor set.
Then the GA algorithm, integrated with the PH/PH(n)/C/C DES model, determines the optimal width of the walkway with blocking probability control under the different LOS and passenger flow conditions.
Then on the premise of meeting the measurement accuracy, the optimal width of the green laser stripe is chosen to make the green laser stripe clearer on hot workpiece.
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After determining the optimal width for the SCR, the effect of thickness of the CdTe layer on the short-circuit current density is investigated in "Losses due to decrease in the thickness of the CdTe layer and generalization of the results".
The results show that with a constant Reynolds number, there are an optimal channel number and an optimal width ratio of channel-to-pitch to achieve the lowest thermal resistance; however, cooling performance monotonously depends on the channel aspect ratio and a larger channel aspect ratio can always yield a lower thermal resistance.
A yield optimization method is applied to derive optimal width and spacing of interconnects for mentioned technologies.
The learning method is universal i.e., it selects optimal width and position of Gaussian like membership functions and it selects a minimal set of fuzzy rules as well as the structure of the rules.
At first, the interval containing upper and lower bounds of walkway width (U = [W_{text{UB}},W_{text{LB}}} ]) is defined which is supposed to contain the optimal width (W_{text{opt}}) of the walkway.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com