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THE COMPETITIVE SEMICONDUCTOR MANUFACTURING HUMAN
RESOURCES PROJECT:
Second Interim Report
CSM-32
Clair Brown, Editor
7.3 Equipment Maintenance
This section, in concert with Section 7.4, probes more deeply into
the specific responsibilities for each occupation. This section
focuses on equipment maintenance responsibilities, and Section 7.4
examines SPC activities. Given that equipment that is chronically
down, dirty, or out-of-alignment can prevent world class manufacturing
performance, equipment maintenance activities should be a distinguishing
factor in fab performance. However, initial correlations between
a fab's level of equipment maintenance and the five performance
metrics presented at the end of this section are primarily negative,
although not significant. The correlations between the level of
participation in equipment maintenance across occupations and the
five performance metrics show mixed results across the occupations.
The positive correlations for the operator job category support
our hypothesis that involving line workers in problem-solving can
heighten performance.
Figures 7-1 through 7-4 demonstrate, as expected, that technicians
and equipment engineers shoulder the greatest level of responsibility
when it comes to equipment maintenance and troubleshooting. The
charts depict the weighted scores for each equipment maintenance
activity summed across all fabs for each job category. (See Appendix
7-1 for complete descriptions of each activity.) The scores were
weighted as follows: High=3, Some=1, None=0. Since 14 fabs responded
to this question for all job categories, the maximum score per activity
per job category is 42. Although operators do not play an extensive
role in either long-term maintenance or modifications, they are
in intimate contact with the equipmentrecognizing and documenting
abnormalities, cleaning and/or lubricating the equipment, and performing
daily or weekly inspections.
To capture the variation across fabs in terms of their use of equipment
maintenance activities, we grouped the activities in our survey
according to their degree of difficulty as shown in Appendix 7-1.
Then, for three occupationsoperator, technician, and equipment
engineerwe derived scores for each fab by:
1. weighting each equipment activity according to Appendix 7-1 (High-Level=3,
Medium-Level=2, Low-Level=1);
2. then, multiplying the scores from (1) by weights based on the
fab's response (High=3, Some=1, None=0) for each activity;
3. and finally, summing together the double-weighted scores from
(2) for the thirty equipment maintenance activities for each occupation
for each fab. [Therefore, the maximum score a fab could achieve
for one job category is 204: 15 (High score on the 5 Low-Level activities)
+ 72 (High score on the 12 Medium-Level activities) + 117 (High
score on the 13 High-Level activities).] The resulting scores for
operators, technicians, and equipment engineers at each fab can
be found in Figures 7-5, 7-6 and 7-7, respectively.
There appears to be some substitution between the work activities
of technicians and engineers. As shown by the striped bars in Figure
7-6, the fabs with the highest equipment maintenance scores for
technicians are located in Asia, Europe, and the U.S. As shown by
Figure 7-7, those five fabs do not rely as heavily on their equipment
engineersonly one of the top five in the technician chart
remains in the top five in the corresponding chart for equipment
engineers.
Table 7-5 presents the correlations between the performance metrics
and the three occupations. Consistent with our hypothesis that the
involvement of line workers in equipment maintenance is important,
operator involvement is positively related to line yield performance.
Surprisingly the level of technician involvement is not significantly
correlated with higher performance.
Table 7-5. Equipment Maintenance
Across Occupations and Fab Performance
| |
Correlation
with: |
Performance Metric |
Operator
Eq. Maint.
|
Technician
Eq. Maint.
|
Eq. Engineer
Eq. Maint.
|
| Defect Density (dd_pcout) |
0.26 |
0.034 |
-0.065 |
| Stepper Throughput
(wopd_out) |
0.28 |
-0.23 |
0.22 |
| Line Yield (lyd_pout) |
0.61** |
-0.14 |
-0.28 |
| Cycle Time (ctpl_out) |
0.41 |
0.017 |
-0.16 |
| Direct Labor Productivity
(dlp_pout) |
0.21 |
-0.089 |
0.032 |
**Statistically significant at the 5% level.
Finally, we calculated an "overall"
equipment maintenance score for each fab by summing a fab's scores
for three occupations: operator, technician, and equipment engineer.
These "overall" scores for the fabs are found in Figure
7-8.
The correlations between the rankings of the fabs from Figure 7-8
and their rankings for the five performance metrics are presented
in Table 7-6. Although a number of the correlations between the
use of equipment maintenance and performance are negative, none
of the correlations is statistically significant.
Table 7-6. Equipment Maintenance
and Fab Performance
| Performance Metric |
Correlation with
Equipment Maintenance |
| Defect Density (dd_pcout) |
0.0022 |
| Stepper Throughput
(wopd_out) |
-0.083 |
| Line Yield (lyd_pout) |
-0.17 |
| Cycle Time (ctpl_out) |
-0.033 |
| Direct Labor Productivity
(dlp_pout) |
-0.12 |
7.4 Statistical Process Control
The charts depicting employee involvement in SPC show a similar
pattern as those for equipment maintenance (Figures 7-9 through
7-12): The tasks performed by the operators and technicians overlap
to some degree with the engineers' tasks (e.g., creating X-bar,
R charts), but in many areas, they are complementary (e.g., operators
and technicians enter quality data about the process flow into the
computer and the engineers use the data for problem identification).
In Figures 7-9 through 7-12, the example of a "shared task,"
creating X-bar, R charts, is shaded gray and the examples of "complementary
tasks" are striped. In constructing Figures 7-9 through 7-12,
the same weighting scheme as described for Figures 7-1 through 7-4
was used. The maximum possible score for each SPC activity varies
across the job categories according to the total number of fabs
that responded. The maximum possible scores are as follows: 42,
45, 42, and 39 for the operation, technician, process engineer,
and equipment engineer job categories, respectively. Of the three
occupations, process engineers are clearly the most involved in
advanced problem-solving.
In a similar exercise as described above for equipment maintenance
activities, we grouped together the SPC activities in our survey
to allow us to calculate the intensity of SPC-use at the fabs. The
groupings are presented in Appendix 7-2. Then, for three occupationsoperator,
technician, and process engineerwe derived scores for each
fab by the same double weighting scheme as described in Section
7.3: We weighted both the fabs' responses as to the level of participation
of each occupation in the activity (High=3, Some=1, None=0), as
well as weighting the activity for its degree of difficulty (High-Level=3,
Medium-Level=2, Low-Level=1). We then summed together the weighted
scores for the eighteen SPC activities to calculate the SPC score
for each occupation for each fab. [The maximum score a fab could
achieve for one job category is 114: 18 (High score on the 6 Low-Level
activities) + 24 (High score on the 4 Medium-Level activities) +
72 (High score on the 8 High-Level activities).] The resulting scores
for operators, technicians, and process engineers can be found in
Figures 7-13, 7-14, and 7-15, respectively.
As found for equipment maintenance activity, some fabs use their
line workers more intensively instead of relying exclusively on
their engineering resources. Of the five fabs with the greatest
degree of operator participation in SPC, two are found in Asia and
three are found in the U.S. (Figure 7-13, striped bars). When examining
the involvement of process engineers in Figure 7-15, one can see
that those same five fabs (striped bars) no longer rank at the top
which suggests that those fabs rely more heavily on their operators
for SPC instead of relying exclusively on their engineers. The five
top ranked fabs in Figure 7-15 are all located in Asia and produce
memory products.
As for the relationship between involvement in SPC activities across
occupations and fab performance, a high-level of involvement by
process engineers is clearly correlated with higher fab performance
(Table 7-7). The correlations between performance and operator involvement
in SPC support our hypothesis to some degree that the participation
of line workers in problem identification and solution boosts performance.
Table 7-7. SPC Across Occupations
and Fab Performance
| |
Correlation
with: |
Performance Metric |
Operator
SPC
|
Technician
SPC
|
Process Engineer
SPC
|
| Defect Density (dd_pcout) |
0.67** |
0.45 |
0.66** |
| Stepper Throughput
(wopd_out) |
-0.54* |
-0.30 |
0.54* |
| Line Yield (lyd_pout) |
0.60** |
0.40 |
0.53* |
| Cycle Time (ctpl_out) |
-0.041 |
-0.13 |
0.44 |
| Direct Labor Productivity
(dlp_pout) |
0.18 |
0.0062 |
0.74*** |
*Statistically significant at the 10% level.
**Statistically significant at the 5% level.
***Statistically significant at the 1% level.
Finally, we calculated an "overall"
SPC score for each fab by summing together the scores for three
occupations: operator, technician, and process engineer. These "overall"
SPC scores for the fabs are found in Figure 7-16. As presented in
Table 7-8, the correlations between the fabs' rankings in Figure
7-16 and the five performance metrics support our hypothesis that
a high degree of SPC activity in the fab is vital for success in
terms of defect density and line yield performance.
Table 7-8. SPC and Fab Performance
| Performance Metric |
Correlation with Fab SPC Ranking
|
| Defect Density (dd_pcout) |
0.68*** |
| Stepper Throughput
(wopd_out) |
-0.29 |
| Line Yield (lyd_pout) |
0.52* |
| Cycle Time (ctpl_out) |
-0.16 |
| Direct Labor Productivity
(dlp_pout) |
0.18 |
*Statistically significant at the 10% level.
***Statistically significant at the 1% level.
Go to Figures 9-16
End of Chapter 7
Go to
Chapter 8
Go to Appendix for this Chapter
Go to Table of Contents for this
Chapter
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CSM-HR Interim Report
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