Every process has one step that is slower than all the others. That step, the constraint or bottleneck, sets the pace for the whole process. Work cannot leave the process faster than it gets through the slowest step, however quick the others are.
The theory of constraints (TOC) was set out by Eliyahu Goldratt in his 1984 business novel The Goal. Its central point is that improving anything other than the constraint does not increase output. An hour saved at a step with spare capacity is, in Goldratt's phrase, a mirage.
Most small businesses respond to being busy by working harder everywhere, or by hiring generally. TOC says to find the one step that limits output and put your effort there. Typical constraints in small firms are:
A small fabrication shop makes steel gates. Each gate goes through five steps. Their capacity per hour, measured over a week, is:
| Step | Gates per hour |
|---|---|
| Cutting | 40 |
| Welding | 18 |
| Painting | 25 |
| Assembly | 30 |
| Packing | 50 |
Welding is the constraint. On a seven-hour day the shop can make at most 18 × 7 = 126 gates, against demand of 140. Hiring another packer, or buying a faster saw, would not add a single gate.
Each gate earns £35 of profit. One extra hour of welding, from covering lunch breaks for example, produces 18 more gates and £630 of profit, but only 14 are needed to meet demand, so it is worth 14 × £35 = £490 a day. An extra hour anywhere else is worth nothing until welding is fixed.
Enter each step and its capacity per hour. If you are not sure of the figures, count the output of each step over a few days.
Step 2 is where most of the cheap gains are. Ways to get more from a constraint without investment:
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