Art

J-GLOBAL ID：200902208802105993   Reference number：09A0903210

Generalization of Identification Method of Geometric Deviations for Five-Axis Machining Centers with a Tilting-Rotary Table

テーブル旋回形5軸制御マシニングセンタの幾何偏差同定方法の一般化

Author (4)： MIYAMA NAOKI (東京農工大 大学院生物システム応用科学府) ,  SAIKI TOMOYUKI (東京農工大 大学院生物システム応用科学府) ,  CUI Chengri (東京農工大 大学院共生科学技術研究院) ,  TSUTSUMI MASAOMI (東京農工大 大学院共生科学技術研究院)
Material： 日本機械学会論文集 C編  (Transactions of the Japan Society of Mechanical Engineers. Series C)
Volume： 75  Issue： 756  Page： 2335-2342  Publication year： Aug. 25, 2009 
JST Material Number： F0045B  ISSN： 0387-5024  Document type： Article
Article type： 原著論文  Country of issue： Japan (JPN)  Language： JAPANESE (JA)

Thesaurus term： *machining center ,  machining ,  deflection(direction) ,  identification ,  mathematical model ,  machining accuracy
Semi thesaurus term： *幾何学的偏向 ,  *5-axis controlled machining

JST classification (1)： Cutting in general  (QC02010V)

Reference (9)：

• 1) Test conditions for machining centers-Part 1, Geometric test for machines with horizontal spindle and with accessory head (horizontal Z-axis). ISO 10791-1. (1998)
• 2) SAITO A. Calibration method of five-axis control machining center (2nd Report)-Estimation of angular and positional deviations by means of simultaneous three axis motion. Journal of Japan Society of Precision Engineering. (2003) vol.69, no.2, p.268-273.
• 3) HIGASHIYAMA K. Identification of geometric deviations based on simultaneous five-axis motion trajectory measured in five-axis machining centres with a tilting rotary table. Transactions of the Japan Society of Mechanical Engineers, Series C. (2007) vol.73, no.735, p.3291-3297.
• 4) CUI C. R. A method for identifying geometric deviations existing in multi-tasking turning centers. Transactions of the Japan Society of Mechanical Engineers, Series C. (2009) vol.75, no.749, p.476-483.
• 5) INASAKI I. Shape generation theory of machine tools-its basics and applications. Yokendo. (1997) p.95-103.

Terms in the title (5)： 旋回 ,  5軸制御マシニングセンタ ,  幾何偏差 ,  同定 ,  一般化