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Original Articles

An analytical computation method for statistical tolerance analysis of assemblies with truncated normal mean shift

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Pages 1937-1955 | Received 03 May 2009, Accepted 12 Jan 2010, Published online: 22 Apr 2010

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Read on this site (2)

A. Sanz-Lobera, Emilio Gómez, Jesús Pérez & Lorenzo Sevilla. (2016) A proposal of cost-tolerance models directly collected from the manufacturing process. International Journal of Production Research 54:15, pages 4584-4598.
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J.-C. Tsai & C.-H. Kuo. (2012) A novel statistical tolerance analysis method for assembled parts. International Journal of Production Research 50:12, pages 3498-3513.
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Articles from other publishers (5)

Zhongchao Sun, Tianxiang Yu, Weimin Cui & Bifeng Song. (2019) Importance Measure Method for Sources of System Output Error Based on Decomposition of Second-Order Moment. IEEE Access 7, pages 28055-28068.
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Neha Raval & K. Muralidharan. (2016) A Note on 1.5 Sigma Shift in Performance Evaluation. International Journal of Reliability, Quality and Safety Engineering 23:06, pages 1640007.
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Russell Krenek, Jinho Cha & Byung Rae Cho. (2016) Development of the convolutions of truncated normal random variables with three different quality characteristics in engineering applications. Computers & Industrial Engineering 94, pages 125-137.
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Guo Chongying, Liu Jianhua & Jiang Ke. (2015) Efficient statistical analysis of geometric tolerances using unified error distribution and an analytical variation model. The International Journal of Advanced Manufacturing Technology 84:1-4, pages 347-360.
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Basilio Ramos Barbero, Andrés Cristóbal Aragón & Carlos Melgosa Pedrosa. (2014) Validation of a tolerance analysis simulation procedure in assemblies. The International Journal of Advanced Manufacturing Technology 76:5-8, pages 1297-1310.
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