{
"title": "Optimal Parameters of Double Moving Average Control Chart",
"authors": " Y. Areepong",
"country": null,
"institution": null,
"volume": "80",
"journal": "International Journal of Mathematical and Computational Sciences",
"pagesStart": 1283,
"pagesEnd": 1287,
"ISSN": "1307-6892",
"URL": "http:\/\/waset.org\/publications\/16091",
"abstract": " The objective of this paper is to present explicit analytical formulas for evaluating important characteristics of Double Moving Average control chart (DMA) for Poisson distribution. The most popular characteristics of a control chart are Average Run Length ( 0 ARL ) - the mean of observations that are taken before a system is signaled to be out-of control when it is actually still incontrol, and Average Delay time ( 1 ARL ) - mean delay of true alarm times. An important property required of 0 ARL is that it should be sufficiently large when the process is in-control to reduce a number of false alarms. On the other side, if the process is actually out-ofcontrol then 1 ARL should be as small as possible. In particular, the explicit analytical formulas for evaluating 0 ARL and 1 ARL be able to get a set of optimal parameters which depend on a width of the moving average ( w ) and width of control limit ( H ) for designing DMA chart with minimum of 1 ARL",
"references": null,
"publisher": "World Academy of Science, Engineering and Technology",
"index": "International Science Index 80, 2013"
}