A modified differential evolution algorithm and its application to optimal grade transition in polypropylene
|更新时间:2025-12-10
|
A modified differential evolution algorithm and its application to optimal grade transition in polypropylene
CIESC JournalIssue 7, Pages: 1711-1714(2008)
作者机构:
浙江工业大学信息工程学院
作者简介:
基金信息:
DOI:
CLC:
Online First:05 July 2008,
Published:05 July 2008
稿件说明:
移动端阅览
HUANG Hua, YU Li, ZHANG Guijun, et al. A modified differential evolution algorithm and its application to optimal grade transition in polypropylene[J]. CIESC Journal, 2008, (7): 1711-1714.
DOI:
HUANG Hua, YU Li, ZHANG Guijun, et al. A modified differential evolution algorithm and its application to optimal grade transition in polypropylene[J]. CIESC Journal, 2008, (7): 1711-1714.DOI:
A modified differential evolution algorithm and its application to optimal grade transition in polypropylene
A modified differential evolution algorithm with dynamic scaling factor and adaptive mutation operator was proposed in this paper. Dynamic scaling factor which was determined according to population information during the evolutionary process
was introduced for handling the constraint optimization problem; adaptive mutation operator which mutate partial individuals based on population diversity was adapted to overcome premature evolution and enhance the probability of finding global optimum. Polypropylene grade transition optimization model was established and the modified differential evolution algorithm was applied to solve the problem. Experiment results demonstrated that both search ability and efficient were superior to those of the original differential evolution algorithm.