Optimal process capability analysis for process design

Angus Jeang

doi:10.1080/00207540802471306

2008-11-17

PRE

Angus Jeang *

DOI：10.1080/00207540802471306

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摘要

En 中文

Conventional process capability analysis is used to measure and control the quality level of a production process in real exercises for on-line quality management. There has been a deficiency in this type of management; namely, the defects which occur in the production process are only passively detected and modified afterwards. Additionally, conventional process capability expression has difficulty distinguishing between alternatives for process selection among possible candidates before process realisation. There is, therefore, considerable motivation for developing a process capability expression which can be used to evaluate alternatives at the beginning of the process design, i.e., off-line application. The conventional C(pm) expression is built up by measuring mean deviation and process variances for on-line application. However, if C(pm) is used for the process capability analysis for process design, an erroneous C(pm) value is found and an inappropriate process design is ended. Thus, the proposed process capability expression revised from the conventional C(pm) in consideration of the balance between tolerance cost and quality loss has been developed. This development is the main contribution of this research and, with this development, the appropriate mean and tolerance values can be determined simultaneously prior to the real production process so as to maximise the proposed process capability value. The production is then processed with the pre-determined mean and tolerance values in a real production process. The expectation after process realisation is that the produced responses will be the best of all the alternatives in terms of quality and cost, and that the process capability value obtained after the real production process will be close to the proposed process capability value maximised prior to the real production process.

Keyword:

process capability analysis

process mean

process tolerance

quality loss

tolerance cost

process design