• 제목/요약/키워드: Precedence relation matrix

검색결과 2건 처리시간 0.018초

가공시간에 의한 복합특징형상의 가공순서 생성 (Machining Sequence Generation with Machining Times for Composite Features)

  • 서영훈;최후곤
    • 한국CDE학회논문집
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    • 제6권4호
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    • pp.244-253
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    • 2001
  • For more complete process planning, machining sequence determination is critical to attain machining economics. Although many studies have been conducted in recent years, most of them suggests the non-unique machining sequences. When the tool approach directions(TAD) are considered fur a feature, both machining time and number of setups can be reduced. Then, the unique machining sequence can be extracted from alternate(non-unique) sequences by minimizing the idle time between operations within a sequence. This study develops an algorithm to generate the best machining sequence for composite prismatic features in a vertical milling operation. The algorithm contains five steps to produce an unique sequence: a precedence relation matrix(PRM) development, tool approach direction determination, machining time calculation, alternate machining sequence generation, and finally, best machining sequence generation with idle times. As a result, the study shows that the algorithm is effective for a given composite feature and can be applicable fur other prismatic parts.

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자동공정설계(自動工程設計)에서 가공작업(加工作業)의 선정(選定) 및 순서결정(順序決定) 기법(技法)의 개발(開發) (An Automated Process Selection and Sequencing Method in Computer-Aided Process Planning)

  • 조규갑;김인호;노형민
    • 대한산업공학회지
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    • 제15권2호
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    • pp.45-55
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    • 1989
  • This paper deals with development of a computer-aided process selection and sequencing technique and its software for metal cutting processes of rotational parts. The process selection procedure consists of selection for proper machining operations and machine tools suitable for the selected operations. Machining operations are selected based on machining surface features and machine tools are selected by employing a conversion table which converts machining operations into machine tools. The process sequence is determined by the proper manipulation of the precedence relation matrix. A computer program for the proposed technique is developed by using Turbo-Pascal on IBM PC/AT compatible system. The proposed technique works well to real problems.

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