# # RECIPE Example #2: Basis value from a one-way ANOVA model # # -- This example has 31 observations in 6 batches, for which # an ANOVA B-basis value is to be determined # # -- ntot, nlvl, nbch, npar, npts, prob, conf 31 1 6 1 1 .9d0 .95d0 # # -- Fixed levels. Here we are fitting a one-way ANOVA model, so there # is only one fixed level, and only one fixed parameter (the mean) # to estimate. 1 # # -- Fixed level number, batch number, strength. Since we have # only one fixed level, the first column is all ones. The # second column gives the batch number, and the third column # gives the strength values. 1 1 328.1174 1 1 334.7674 1 1 347.7833 1 1 346.2661 1 1 338.7314 1 2 297.0387 1 2 293.4595 1 2 308.0419 1 2 326.4864 1 2 318.1297 1 2 309.0487 1 3 337.0930 1 3 317.7319 1 3 321.4292 1 3 317.2652 1 3 291.8881 1 4 297.6943 1 4 327.3973 1 4 303.8629 1 4 313.0984 1 4 323.2769 1 5 312.9743 1 5 324.5192 1 5 334.5965 1 5 314.9458 1 5 322.7194 1 6 291.1215 1 6 309.7852 1 6 304.8499 1 6 288.0184 1 6 294.1995 # # -- Points at which to evaluate tolerance limit. For the one-way # ANOVA model used here, there is only one point at which the # evaluation can be done: it corresponds to the one fixed # level of the model. 1