In order to monitor industrial processes, control charts are often employed. They are graphical displays of estimates of a key quality process parameter. It is said that a process is working under control when the estimates fall within the range delimited by control limits, which define feasible process values that guarantee high standard quality levels. In practice, a product may work even if its quality parameters lie outside the control limits, within a range delimited by the so-called specification limits, that is, those limits that guarantee a product to be delivered and sold to customers. In such cases, the product quality will not be excellent, nevertheless adequate. In this contribution, we will give a definition of specification limits and where they are used in statistical quality control.

Zappa, D., Lower and Upper Specification Limits (LSL, USL), in Marie Davidia, M. D., Brian Everit, B. E., Ron S. Kenet, R. S. K., Geert Molenbergh, G. M., Walter Piegorsc, W. P., Fabrizio Rugger, F. R. (ed.), Wiley StatsRef: Statistics Reference Online, Wiley, New York 2016: 1- 4. 10.1002/9781118445112.stat07858 [http://hdl.handle.net/10807/101112]

Lower and Upper Specification Limits (LSL, USL)

Zappa, Diego
Primo
2016

Abstract

In order to monitor industrial processes, control charts are often employed. They are graphical displays of estimates of a key quality process parameter. It is said that a process is working under control when the estimates fall within the range delimited by control limits, which define feasible process values that guarantee high standard quality levels. In practice, a product may work even if its quality parameters lie outside the control limits, within a range delimited by the so-called specification limits, that is, those limits that guarantee a product to be delivered and sold to customers. In such cases, the product quality will not be excellent, nevertheless adequate. In this contribution, we will give a definition of specification limits and where they are used in statistical quality control.
2016
Inglese
Wiley StatsRef: Statistics Reference Online
9781118445112
Wiley
Zappa, D., Lower and Upper Specification Limits (LSL, USL), in Marie Davidia, M. D., Brian Everit, B. E., Ron S. Kenet, R. S. K., Geert Molenbergh, G. M., Walter Piegorsc, W. P., Fabrizio Rugger, F. R. (ed.), Wiley StatsRef: Statistics Reference Online, Wiley, New York 2016: 1- 4. 10.1002/9781118445112.stat07858 [http://hdl.handle.net/10807/101112]
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/10807/101112
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