The Path Planning for multi-probe Coordinate Measuring Machine on the Genetic Algorithm

碩士 === 國立中興大學 === 機械工程學系所 === 97 === This research focuses on CMM with planning of route, the CMM with contact-type probe have high precision, and it is convenient for person to write procedure. It also revise examine route that make elastic application even usefully. We solve the Traveling Salesman...

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Main Authors: Kai-Sheng Chang, 張凱勝
Other Authors: 李吉群
Format: Others
Language:zh-TW
Published: 2009
Online Access:http://ndltd.ncl.edu.tw/handle/06744030266004886417
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spelling ndltd-TW-097NCHU53110812015-11-13T04:04:46Z http://ndltd.ncl.edu.tw/handle/06744030266004886417 The Path Planning for multi-probe Coordinate Measuring Machine on the Genetic Algorithm 遺傳演算法於多探頭三次元量床路徑規劃 Kai-Sheng Chang 張凱勝 碩士 國立中興大學 機械工程學系所 97 This research focuses on CMM with planning of route, the CMM with contact-type probe have high precision, and it is convenient for person to write procedure. It also revise examine route that make elastic application even usefully. We solve the Traveling Salesman Problem with a general idea of Genetic Algorithm, and perform of Genetic algorithm. We can extend examine original simple distance matrix for considering multi-probe with the design of new matrix, and show the rule of shorting path. With the development of scientific and technological industry, the parts are more careful and attentive. We usually use coordinate measuring machines to examine to the process parts on industry. This research is divided into two parts, one part is write a form to solve Traveling Salesman Problem by Genetic algorithm, and we use the idea of greedy algorithm to modify the crossover operator. We check the result of algorithm by the case of TSPLIB. The Second part, we plan the measure points with the rule of geometry, and we count the distance between measure points. Then we put the result into the algorithm to find the best route of measuring and path value. Finally we analysis the result and discuss. 李吉群 2009 學位論文 ; thesis 68 zh-TW
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description 碩士 === 國立中興大學 === 機械工程學系所 === 97 === This research focuses on CMM with planning of route, the CMM with contact-type probe have high precision, and it is convenient for person to write procedure. It also revise examine route that make elastic application even usefully. We solve the Traveling Salesman Problem with a general idea of Genetic Algorithm, and perform of Genetic algorithm. We can extend examine original simple distance matrix for considering multi-probe with the design of new matrix, and show the rule of shorting path. With the development of scientific and technological industry, the parts are more careful and attentive. We usually use coordinate measuring machines to examine to the process parts on industry. This research is divided into two parts, one part is write a form to solve Traveling Salesman Problem by Genetic algorithm, and we use the idea of greedy algorithm to modify the crossover operator. We check the result of algorithm by the case of TSPLIB. The Second part, we plan the measure points with the rule of geometry, and we count the distance between measure points. Then we put the result into the algorithm to find the best route of measuring and path value. Finally we analysis the result and discuss.
author2 李吉群
author_facet 李吉群
Kai-Sheng Chang
張凱勝
author Kai-Sheng Chang
張凱勝
spellingShingle Kai-Sheng Chang
張凱勝
The Path Planning for multi-probe Coordinate Measuring Machine on the Genetic Algorithm
author_sort Kai-Sheng Chang
title The Path Planning for multi-probe Coordinate Measuring Machine on the Genetic Algorithm
title_short The Path Planning for multi-probe Coordinate Measuring Machine on the Genetic Algorithm
title_full The Path Planning for multi-probe Coordinate Measuring Machine on the Genetic Algorithm
title_fullStr The Path Planning for multi-probe Coordinate Measuring Machine on the Genetic Algorithm
title_full_unstemmed The Path Planning for multi-probe Coordinate Measuring Machine on the Genetic Algorithm
title_sort path planning for multi-probe coordinate measuring machine on the genetic algorithm
publishDate 2009
url http://ndltd.ncl.edu.tw/handle/06744030266004886417
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