Description Usage Arguments Examples
Build a Phase II Shewhart control chart based on the unconditional method and/or the exceedance probability criterion
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 | PH2XBAR(
X
,PH1.info = list(
X = NULL
, mu = NULL
, sigma = NULL
, k = NULL
, n = NULL
, model = "ANOVA-based"
)
,c.ii.info = list(
c.ii = NULL
, method = 'UC'
, ARL0 = 370
, p = 0.05
, eps = 0.1
, interval.c.ii.UC = c(1, 3.2)
, interval.c.ii.EPC = c(1, 10)
, UC.tol = .Machine$double.eps^0.25
, EPC.tol = .Machine$double.eps^0.25
)
#,alternative = '2-sided'
,c4.option = TRUE
,plot.option = TRUE
,maxsim = 100000
)
|
X |
Phase II sample |
PH1.info |
the information of Phase I chart. X - Phase I sample, and X can be null if other parameters are filled. mu - mean of Phase I sample. sigma - standard deviation of Phase I sample. k - Phase I batch size. n - Phase I subgroup size. model - 'ANOVA-based' - degrees of freedom equal to k - 1 and estimating the within-batch standard deviation; 'basic' - degree of freedo equal to k * (n - 1) and estimating the pooled standard deviation |
c.ii.info |
the information of Phase II charting constant. c.ii - a nominal Phase II charting constant. If this is given, the function will not recompute the Phase II charting constant. method - 'UC' - using the unconditional method; 'EPC' - using the exceedance probability criterion; 'both' - using both of the unconditional method and the exceedance probability criterion. ARL0 - a nominal in-control average run length. p - exceedance probability. eps - a nominal allowable changes of the in-control average run length. interval.c.ii.UC - the searching range of charting constants based on the unconditional method. interval.c.ii.EPC - the searching range of charting constants based on the exceedance probability criterion. UC.tol - the tolerance level for UC. EPC.tol - the tolerance level for EPC |
c4.option |
TRUE - the standard deviation estimator corrected by c4. FALSE - no c4 involved |
plot.option |
TRUE - draw a plot for the process; FALSE - Not draw a plot for the process |
maxsim |
maximum simulations of computation |
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 | # Build a Phase I ANOVA-based Shewhart control chart
X <- PH2XBAR.data()
PH2XBAR(
X
,PH1.info = list(
X = NULL
, mu = 245
, sigma = 2
, k = 30
, n = 5
, model = "ANOVA-based"
)
,c.ii.info = list(
c.ii = NULL
, method = 'both'
, ARL0 = 370
, p = 0.05
, eps = 0.1
, interval.c.ii.UC = c(1, 3.2)
, interval.c.ii.EPC = c(1, 10)
, UC.tol = .Machine$double.eps^0.25
, EPC.tol = .Machine$double.eps^0.25
)
)
|
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