15.3.6
The copper content of a plating bath is measured three times per
day, and the results are reported in ppm. The x‾ and r
values for 25 days are shown in the following table:
Day |
x‾ |
r |
||
---|---|---|---|---|
1 |
5.45 |
1.21 |
||
2 |
5.39 |
0.95 |
||
3 |
6.85 |
1.43 |
||
4 |
6.74 |
1.29 |
||
5 |
5.83 |
1.35 |
||
6 |
7.22 |
0.88 |
||
7 |
6.39 |
0.92 |
||
8 |
6.50 |
1.13 |
||
9 |
7.15 |
1.25 |
||
10 |
5.92 |
1.05 |
||
11 |
6.45 |
0.98 |
||
12 |
5.38 |
1.36 |
||
13 |
6.03 |
0.83 |
||
14 |
7.01 |
1.45 |
||
15 |
5.83 |
1.37 |
||
16 |
6.35 |
1.04 |
||
17 |
6.05 |
0.83 |
||
18 |
7.11 |
1.35 |
||
19 |
7.32 |
1.09 |
||
20 |
5.90 |
1.22 |
||
21 |
5.50 |
0.98 |
||
22 |
6.32 |
1.21 |
||
23 |
6.55 |
0.76 |
||
24 |
5.90 |
1.20 |
||
25 |
5.95 |
1.19 |
||
Use the sampled data from problem #15.3.6 of the course textbook to construct a Stewhart ?"-chart. Assume the mean and standard deviation for ?" are 6.28 ppm and 0.39 ppm, respectively. Use the Western Electric Rules to determine if the process is in-control.
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