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45
40
35
Layer 1
30
Layer 2
25
Layer 3
20
20
30
40
50
60
70
80
Fig. 11. Cross section of example 2
same 50 series of parameter sets randomly generated within their corresponding
ranges are used to test the robustness of the proposed algorithm.
Assuming ( x l =30, x u =35) and ( x L =70, x U =75), the same orthogonal test table as
used in example 1 is performed to investigate the sensitivities of parameters in the
proposed algorithm. The obtained results are listed in Table 3.
Table 3. The orthogonal test table for example 2
Results
λ
HMCR
PAR
NHS1
NHS2
1
1 (0.85)
1 (0.10)
1 (0.3)
1.4781
1.4578
2
1 (0.85)
2 (0.15)
2 (0.4)
1.4746
1.4379
3
1 (0.85)
3 (0.20)
3 (0.5)
1.4348
1.4849
4
1 (0.85)
4 (0.25)
4 (0.6)
1.4441
1.4707
5
2 (0.90)
1 (0.10)
2 (0.4)
1.3952
1.4034
6
2 (0.90)
2 (0.15)
1 (0.3)
1.4346
1.4041
7
2 (0.90)
3 (0.20)
4 (0.6)
1.4367
1.4684
8
2 (0.90)
4 (0.25)
3 (0.5)
1.4549
1.4092
9
3 (0.95)
1 (0.10)
3 (0.5)
1.3761
1.4690
10
3 (0.95)
2 (0.15)
4 (0.6)
1.3961
1.4154
11
3 (0.95)
3 (0.20)
1 (0.3)
1.4874
1.3912
12
3 (0.95)
4 (0.25)
2 (0.4)
1.4145
1.3789
13
4 (1.00)
1 (0.10)
4 (0.6)
1.4397
1.4071
14
4 (1.00)
2 (0.15)
3 (0.5)
1.4200
1.4052
15
4 (1.00)
3 (0.20)
2 (0.4)
1.4711
1.4654
16
4 (1.00)
4 (0.25)
1 (0.3)
1.4560
1.5514
 
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