Data frame with the sample to get the average loss.
lfa.ctq
Name of the field in the data frame containing the data.
lfa.Delta
Tolerance of the process.
lfa.Y0
Target of the process (see note).
lfa.L0
Cost of poor quality at tolerance limit.
lfa.size
Size of the production, batch, etc. to calculate the total loss in a group
(span, batch, period, ...)
lfa.output
Type of output (see details).
lfa.sub
Subtitle for the graphic output.
Details
lfa.output can take the values "text", "plot" or "both".
Value
lfa.k
Constant k for the loss function
lfa,lf
Expression with the loss function
lfa.MSD
Mean Squared Differences from the target
lfa.avLoss
Average Loss per unit of the process
lfa.Loss
Total Loss of the process (if a size is provided)
Note
For smaller-the-better characteristics, the target should be zero (lfa.Y0 = 0).
For larger-the-better characteristics, the target should be infinity (lfa.Y0 = Inf).
Author(s)
EL Cano
References
Taguchi G, Chowdhury S,Wu Y (2005) Taguchi's quality engineering handbook. John
Wiley
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> library(SixSigma)
> png(filename="/home/ddbj/snapshot/RGM3/R_CC/result/SixSigma/ss.lfa.Rd_%03d_medium.png", width=480, height=480)
> ### Name: ss.lfa
> ### Title: Loss Function Analysis
> ### Aliases: ss.lfa
> ### Keywords: Taguchi function loss
>
> ### ** Examples
>
> ss.lfa(ss.data.bolts, "diameter", 0.5, 10, 0.001,
+ lfa.sub = "10 mm. Bolts Project",
+ lfa.size = 100000, lfa.output = "both")
$lfa.k
[1] 0.004
$lfa.lf
expression(bold(L == 0.004 %.% (Y - 10)^2))
$lfa.MSD
[1] 0.03372065
$lfa.avLoss
[1] 0.0001348826
$lfa.Loss
[1] 13.48826
>
>
>
>
>
> dev.off()
null device
1
>