Research Article

Cylindricity Error Evaluation Based on an Improved Harmony Search Algorithm

Table 2

Results of test functions ().

AlgorithmFunctionMinimum valueMaximum valueMean valueStandard deviation

FAf12.40E − 067.46E − 064.79E − 063.41E − 11
DA1.04E − 142.39E − 074.28E − 085.67E − 14
ABC3.39E − 123.93E − 111.87E − 112.25E − 21
HS1.85E − 063.02E − 051.17E − 057.32E − 10
MHS1.17E − 144.94E − 105.57E − 112.15E − 19
IHS1.40E − 174.27E − 172.55E − 171.83E − 26

FAf21.11E − 022.81E − 021.96E − 022.00E − 04
DA8.36E + 001. 22E + 019.37E + 001.18E + 01
ABC1.27E + 003.14E + 002.29E + 002.52E + 00
HS9.56E − 013.80E + 001.48E + 001.13E + 00
MHS3.45E + 005.51E + 004.65E + 003.89E + 00
IHS3.17E − 031.71E − 028.04E − 031.75E − 05

FAf37.79E − 041.93E − 031.22E − 031.26E − 06
DA9.95E + 001.62E + 011.83E + 013.86E + 01
ABC3.50E + 007.27E + 006.00E + 009.69E + 00
HS9.38E − 013.31E + 001.95E + 005.55E + 00
MHS2.31E − 041.98E − 026.73E − 034.54E − 04
IHS0000

FAf42.46E − 022.10E − 011.04E − 013.27E − 02
DA2.42E − 018.04E − 014.23E − 012.49E − 01
ABC1.41E − 012.00E − 011.70E − 014.44E − 03
HS1.33E − 021.88E − 014.44E − 019.11E − 05
MHS1.17E − 082.37E − 068.59E − 076.17E − 12
IHS0000