Process control chart: Difference between revisions
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'''Process control charts''' are used in [[statistical process control]] for quality management.<ref name="isbn0-945320-13-2">{{cite book |author=Chambers, David; Wheeler, Donald J. |authorlink= |editor= |others= |title=Understanding statistical process control |edition= |language= |publisher=SPC Press |location=Knoxville, TN |year=1992 |origyear= |pages= |quote= |isbn=0-945320-13-2 |oclc= |doi= |url= |accessdate=}}</ref><ref name="isbn0-527-76293-8">{{cite book |author=Lloyd, Robert M.; Carey, Raymond G. |authorlink= |editor= |others= |title=Measuring quality improvement in healthcare: a guide to statistical process control applications |edition= |language= |publisher=Quality Resources |location=White Plains, N.Y |year=1995 |origyear= |pages= |quote= |isbn=0-527-76293-8 |oclc= |doi= |url=http://books.google.com/books?id=J3eotrgx_4gC |accessdate=}}</ref> A process is a "transformation of a set of inputs, which can include materials, actions, methods and operations into desired outputs in the form of products, information, services or - generally - results."<ref name="isbn0-7506-6962-4">{{cite book |author=Oakland, John S. |authorlink= |editor= |others= |title=Statistical Process Control, Sixth Edition |edition= |language= |publisher=Butterworth-Heinemann |location=Oxford |year=2007 |origyear= |pages= |quote= |isbn=0-7506-6962-4 |oclc= |doi= |url= |accessdate=}}</ref> | '''Process control charts''' are used in [[statistical process control]] for quality management.<ref name="isbn0-945320-13-2">{{cite book |author=Chambers, David; Wheeler, Donald J. |authorlink= |editor= |others= |title=Understanding statistical process control |edition= |language= |publisher=SPC Press |location=Knoxville, TN |year=1992 |origyear= |pages= |quote= |isbn=0-945320-13-2 |oclc= |doi= |url= |accessdate=}}</ref><ref name="isbn0-527-76293-8">{{cite book |author=Lloyd, Robert M.; Carey, Raymond G. |authorlink= |editor= |others= |title=Measuring quality improvement in healthcare: a guide to statistical process control applications |edition= |language= |publisher=Quality Resources |location=White Plains, N.Y |year=1995 |origyear= |pages= |quote= |isbn=0-527-76293-8 |oclc= |doi= |url=http://books.google.com/books?id=J3eotrgx_4gC |accessdate=}}</ref> A process is a "transformation of a set of inputs, which can include materials, actions, methods and operations into desired outputs in the form of products, information, services or - generally - results."<ref name="isbn0-7506-6962-4">{{cite book |author=Oakland, John S. |authorlink= |editor= |others= |title=Statistical Process Control, Sixth Edition |edition= |language= |publisher=Butterworth-Heinemann |location=Oxford |year=2007 |origyear= |pages= |quote= |isbn=0-7506-6962-4 |oclc= |doi= |url= |accessdate=}}</ref> | ||
Statistical analysis of the charts is not required.<ref name="urlSPC Press - Reading Room">{{cite web |url=http://www.spcpress.com/reading_room.php |title=Shewhart’s Charts and the Probability Approach |author=Neave, Henry R |authorlink= |coauthors=Wheeler,Donald J. |date=1996 |format=pdf |work= |publisher= |pages= |language= |archiveurl= |archivedate= |quote= |accessdate=05/17/2008}}</ref> | |||
==References== | ==References== | ||
Revision as of 13:50, 17 May 2008
Process control charts are used in statistical process control for quality management.[1][2] A process is a "transformation of a set of inputs, which can include materials, actions, methods and operations into desired outputs in the form of products, information, services or - generally - results."[3]
Statistical analysis of the charts is not required.[4]
References
- ↑ Chambers, David; Wheeler, Donald J. (1992). Understanding statistical process control. Knoxville, TN: SPC Press. ISBN 0-945320-13-2.
- ↑ Lloyd, Robert M.; Carey, Raymond G. (1995). Measuring quality improvement in healthcare: a guide to statistical process control applications. White Plains, N.Y: Quality Resources. ISBN 0-527-76293-8.
- ↑ Oakland, John S. (2007). Statistical Process Control, Sixth Edition. Oxford: Butterworth-Heinemann. ISBN 0-7506-6962-4.
- ↑ Neave, Henry R; Wheeler,Donald J. (1996). Shewhart’s Charts and the Probability Approach (pdf). Retrieved on 05/17/2008.
External links
- Lloyd, Robert M.; Carey, Raymond G. (1995). Measuring quality improvement in healthcare: a guide to statistical process control applications. White Plains, N.Y: Quality Resources. ISBN 0-527-76293-8.
- SPC Press