If you choose the wrong projects it's possible to make big "improvements" in quality and productivity that have
absolutely no impact on net profit. One approach uses the theory of constraints (TOC) to determine which project(s) to pursue.
Every organization has constraints, which come in
many forms. When a production or service process has a resource constraint, the sequence of improvement projects should be identified using very specific rules. According to Eliyahu M. Goldratt,
the rules are:
Figure 1: A Simple Process with a Constraint
1. Identify the system's constraint(s). See if you can identify the system constraint in Figure 1. The answer is printed at the end of this column. This fictitious company
produces only two products, P and Q. The market demand for P is 100 units per week, and P sells for $90 per unit. The market demand for Q is 50 units per week, and Q sells for
$100 per unit. Assume that A, B, C and D are workers who have different, noninterchangeable skills and that each worker is available for only 2,400
minutes per week (8 hours per day, 5 days per week). For simplicity, assume there's no variation, waste or similar problems in the process.
2. Decide how to exploit the system's constraint(s). Look for Six Sigma projects that minimize waste of the constraints. For example, if the constraint
is the market demand, we should look for Six Sigma projects that provide 100-percent on-time delivery. If the constraint is a machine, focus on
reducing setup time, eliminating scrap and keeping the machine running as much as possible.
3. Subordinate everything else to the decision made in step 2. Choose
Six Sigma projects that maximize throughput of the constraint. First choose projects to eliminate waste from downstream processes; once the constraint
has been utilized to create something, we don't want to lose it to some blunder downstream. Then choose projects to ensure that the constraint is
always supplied with adequate nondefective resources from upstream processes. We pursue upstream processes last because they have slack
resources, so small amounts of waste upstream that are detected before reaching the constraint are not damaging to throughput.
4. Elevate the system's constraint(s)
. Elevate means "Lift the restriction." Often the projects pursued in steps 2 and 3 will eliminate the constraint. If
the constraint continues to exist after performing steps 2 and 3, look for Six Sigma projects that provide additional resources to the constraint. These
might involve, for example, purchasing additional equipment or hiring additional workers with particular skills.
5. If, in the previous steps, a constraint has been broken, go back to step 1. If the constraint has been lifted, you must rethink the entire process.
Returning to step 1 takes you back to the beginning of the cycle.
The TOC approach is superior to traditional total quality management project selection. For example, consider the data in Table 1. If you apply Pareto analysis to scrap rates,
you would begin with Six Sigma projects that reduced the scrap produced by Worker A. In fact, assuming the optimum product mix, Worker A has about 25-percent slack time, so the
scrap loss can be made up without shutting down Worker B, who is the constraint. The TOC would suggest that the scrap loss of Worker B and the
downstream processes C and D be addressed first, the exact opposite of what Pareto analysis recommends.
Table 1: Process Scrap rates
Of course, you'll still need to perform cost-benefit analyses, and you should estimate the probability of the project's success. But by using the TOC you'll
at least know where to look first for opportunities. I'll discuss how to select an optimum set of projects from these opportunities in a future column.
Exercise: Determine how many of products P and Q should be made to maximize profit from the system shown in Figure 1. Assume fixed costs of $6,000 per week. For the solution, go to www.pyzdek.com/best-schedule.htm .
About the author
Thomas Pyzdek is president of Pyzdek Consulting Inc. and a Six Sigma consultant. He has written more than 50 copyrighted works, including
The Complete Guide to Six Sigma. Learn more about Six Sigma at www.pyzdek.com . E-mail Pyzdek at Tom Pyzdek .