Research Article

An Optimal Design Method for Compliant Mechanisms

Table 19

Comparison among the current method, Taguchi method, and Taguchi-fuzzy method.

MethodOptimal results

Taguchi (single optimization)Parameters (mm)T2 = 0.65T2 = 0.45T2 = 0.65T2 = 0.65
L2 = 22.5L2 = 27.5L2 = 22.5L2 = 22.5
T3 = 0.78T3 = 0.54T3 = 0.78T3 = 0.66
L3 = 18L3 = 22L3 = 18L3 = 20
Responsef1 (x) (Hz)f2 (x) (mm)f3 (x) (mm)f4 (x) (MPa)
Value139.4741.7600.00890.405

Taguchi-fuzzy (MOO)Parameters (mm)T2 = 0.45, L2 = 27.5, T3 = 0.54, L3 = 20
Responsef1 (x) (Hz)f2 (x) (mm)f3 (x) (mm)f4 (x) (MPa)
Value75.8711.7760.019212.114

Desirability (MOO)Parameters (mm)T2 = 0.65, L2 = 22.5, T3 = 0.54, L3 = 21.27
Responsef1 (x) (Hz)f2 (x) (mm)f3 (x) (mm)f4 (x) (MPa)
Value106.8410.9300.011120.090

The current method (MOO)Parameters (mm)T2 = 0.45, L2 = 27.5, T3 = 0.78, L3 = 18
Responsef1 (x) (Hz)f2 (x) (mm)f3 (x) (mm)f4 (x) (MPa)
Value79.5171.8970.022210.382