Mathematical Problems in Engineering / 2018 / Article / Tab 4 / Research Article
An Efficient Hybrid Approach of Finite Element Method, Artificial Neural Network-Based Multiobjective Genetic Algorithm for Computational Optimization of a Linear Compliant Mechanism of Nanoindentation Tester Table 4 Design of experiments and training data using CCD.
No. l 1 (mm)t 1 (mm)l 2 (mm)t 2 (mm)l 3 (mm)t 3 (mm) (mm)Displacement (μ m) Safety factor 1 30 0.5 20 0.4 0.5 6 10 472.59 3.63 2 30 0.5 20 0.4 0.5 6 5 476.33 3.68 3 30 0.5 20 0.4 0.5 6 15 474.79 3.57 4 30 0.5 18 0.4 0.5 6 10 602.70 1.87 5 30 0.5 22 0.4 0.5 6 10 392.22 2.61 6 30 0.5 20 0.36 0.5 6 10 481.24 3.62 7 30 0.5 20 0.44 0.5 6 10 467.73 3.77 8 30 0.5 20 0.4 0.45 6 10 468.62 3.72 9 30 0.5 20 0.4 0.55 6 10 475.77 3.68 10 30 0.5 20 0.4 0.5 5.4 10 473.37 3.60 11 30 0.5 20 0.4 0.5 6.6 10 471.30 3.67 12 27 0.5 20 0.4 0.5 6 10 465.98 3.74 13 33 0.5 20 0.4 0.5 6 10 478.28 3.66 14 30 0.45 20 0.4 0.5 6 10 473.23 3.64 15 30 0.55 20 0.4 0.5 6 10 470.26 3.71 16 28.93 0.51 19.29 0.38 0.48 5.78 8.23 521.26 2.94 17 28.93 0.48 19.29 0.38 0.48 5.78 11.76 524.74 3.04 18 28.93 0.48 20.70 0.38 0.48 5.78 8.23 431.56 3.36 19 28.93 0.51 20.70 0.38 0.48 5.78 11.76 434.51 3.78 20 28.93 0.48 19.29 0.41 0.48 5.78 8.23 515.78 3.01 21 28.93 0.51 19.29 0.41 0.48 5.78 11.76 514.26 3.12 22 28.93 0.51 20.70 0.41 0.48 5.78 8.23 428.35 3.35 23 28.93 0.48 20.70 0.41 0.482 5.78 11.76 432.74 3.78 24 28.93 0.48 19.29 0.38 0.51 5.78 8.23 527.63 2.88 25 28.93 0.51 19.29 0.38 0.51 5.78 11.76 526.40 3.03 26 28.93 0.51 20.70 0.38 0.51 5.78 8.23 438.24 3.53 27 28.93 0.48 20.70 0.38 0.51 5.78 11.76 436.99 3.76 28 28.93 0.51 19.29 0.41 0.51 5.78 8.23 517.02 2.97 29 28.93 0.48 19.29 0.41 0.51 5.78 11.76 520.74 3.04 30 28.93 0.48 20.70 0.41 0.51 5.78 8.23 434.69 3.49 31 28.93 0.51 20.70 0.41 0.51 5.78 11.76 431.84 3.71 32 28.93 0.48 19.29 0.38 0.48 6.21 8.23 522.59 3.00 33 28.93 0.51 19.29 0.38 0.48 6.21 11.76 524.15 3.05 34 28.93 0.51 20.70 0.38 0.48 6.21 8.23 430.91 3.42 35 28.93 0.48 20.70 0.38 0.48 6.21 11.76 434.53 3.96 36 28.93 0.51 19.29 0.41 0.48 6.21 8.23 512.86 3.07 37 28.93 0.48 19.29 0.41 0.48 6.21 11.76 513.27 3.12 38 28.93 0.48 20.70 0.41 0.48 6.21 8.23 433.47 3.44 39 28.93 0.51 20.70 0.41 0.48 6.21 11.76 430.08 3.89 40 28.93 0.51 19.29 0.38 0.51 6.21 8.23 523.21 2.93 41 28.93 0.48 19.29 0.38 0.51 6.21 11.76 526.51 3.04 42 28.93 0.48 20.70 0.38 0.51 6.21 8.23 438.89 3.67 43 28.93 0.51 20.70 0.38 0.51 6.21 11.76 437.81 3.79 44 28.93 0.48 19.29 0.41 0.51 6.21 8.23 517.41 2.99 45 28.93 0.51 19.29 0.41 0.51 6.21 11.76 514.68 3.06 46 28.93 0.51 20.70 0.41 0.51 6.21 8.23 433.78 3.33 47 28.93 0.48 20.70 0.41 0.51 6.21 11.76 433.24 3.74 48 31.06 0.48 19.29 0.38 0.48 5.78 8.23 529.57 2.93 49 31.06 0.51 19.29 0.38 0.48 5.78 11.76 527.76 3.06 50 31.06 0.51 20.70 0.38 0.48 5.78 8.23 441.45 3.60 51 31.06 0.48 20.70 0.38 0.48 5.78 11.76 440.86 3.82 52 31.06 0.51 19.29 0.41 0.48 5.78 8.23 520.39 2.99 53 31.06 0.48 19.29 0.41 0.48 5.78 11.76 522.99 3.09 54 31.06 0.48 20.70 0.41 0.48 5.78 8.23 438.41 3.54 55 31.06 0.51 20.70 0.41 0.48 5.78 11.76 436.12 3.65 56 31.06 0.51 19.29 0.38 0.51 5.78 8.23 530.31 2.94 57 31.06 0.48 19.29 0.38 0.51 5.78 11.76 533.15 3.01 58 31.06 0.48 20.70 0.38 0.51 5.78 8.23 439.53 3.32 59 31.06 0.51 20.70 0.38 0.51 5.78 11.76 444.13 3.78 60 31.06 0.48 19.29 0.41 0.51 5.78 8.23 524.97 2.94 61 31.06 0.517 19.29 0.41 0.51 5.78 11.76 524.10 3.05 62 31.06 0.51 20.70 0.41 0.51 5.78 8.23 435.03 3.32 63 31.06 0.48 20.70 0.41 0.51 5.78 11.76 439.34 3.72 64 31.06 0.51 19.29 0.38 0.48 6.21 8.23 526.08 3.01 65 31.06 0.48 19.29 0.38 0.48 6.21 11.76 529.12 3.05 66 31.06 0.48 20.70 0.38 0.48 6.21 8.23 436.64 3.44 67 31.06 0.51 20.70 0.38 0.48 6.21 11.76 440.67 3.84 68 31.06 0.48 19.29 0.41 0.48 6.21 8.23 520.62 2.99 69 31.06 0.51 19.29 0.41 0.48 6.21 11.76 520.96 3.13 70 31.06 0.51 20.70 0.41 0.48 6.21 8.23 436.90 3.41 71 31.06 0.48 20.70 0.41 0.48 6.21 11.76 438.74 3.86 72 31.06 0.48 19.29 0.38 0.51 6.21 8.23 530.51 2.92 73 31.06 0.51 19.29 0.38 0.51 6.21 11.76 527.16 3.03 74 31.06 0.51 20.70 0.38 0.51 6.21 8.23 442.88 3.63 75 31.06 0.48 20.70 0.38 0.51 6.21 11.76 442.26 3.88 76 31.06 0.51 19.29 0.41 0.51 6.21 8.23 521.42 3.04 77 31.06 0.48 19.29 0.41 0.51 6.21 11.76 522.38 3.07 78 31.06 0.48 20.70 0.41 0.51 6.21 8.23 434.91 3.32 79 31.06 0.51 20.70 0.41 0.51 6.21 11.76 439.50 3.56