6.1 Process Flow Metrics and the Hidden Factory
Key Takeaways
- Takt time is customer demand rate, computed as available production time divided by customer demand; it is set by the customer, never by the process.
- Cycle time is the actual time between successive completions at a step; the bottleneck is the step whose cycle time is longest.
- Little's Law states that work in process equals throughput multiplied by lead time, so lead time can be reduced by cutting WIP without changing the process.
- Touch time is value-added work time only; process cycle efficiency is touch time divided by total lead time and is typically under 10% in office processes.
- A hidden factory is undocumented rework that inflates touch time and consumes capacity while never appearing in the recorded yield or scrap figures.
The core flow metrics
| Metric | Definition | Set by |
|---|---|---|
| Takt time | Available production time divided by customer demand over the same period | The customer |
| Cycle time | Actual elapsed time between two successive completions at a step | The process |
| Lead time | Total elapsed time from entry to exit of the process, including all waiting | The system |
| Touch time | Time actually spent adding value to the unit | The work content |
| Throughput | Units completed per unit of time | The bottleneck |
| Work in process (WIP) | Units inside the process boundary, started but not finished | Release policy |
| Work in queue (WIQ) | Units waiting to be worked on, a subset of WIP | Imbalance and batching |
Takt versus cycle time
If a line runs two 8-hour shifts with 45 minutes of breaks per shift and demand is 870 units per day:
Takt is a requirement, not a measurement. Cycle time is a measurement of what the process actually does. Comparing the two at each step is the standard line-balancing analysis:
- Step cycle time greater than takt: the step cannot keep up; it constrains the line.
- Step cycle time much less than takt: the step is under-utilized; consider combining stations.
- All steps close to but under takt: balanced line.
The bottleneck is the step with the longest cycle time. Throughput of the whole process equals the throughput of the bottleneck, which is why improving a non-bottleneck step changes nothing.
Little's Law
Little's Law is the most useful relationship in the Measure phase because it holds for any stable process regardless of its internal structure. Two consequences:
- Lead time can be reduced by reducing WIP alone, with no change to the process itself. Halving the number of orders released into a stable process halves the lead time.
- WIP is a controllable input. Releasing more work into a system already at capacity increases WIP and therefore lead time, without increasing throughput at all.
Worked example. A claims process holds 480 open claims and completes 60 per day.
If a WIP cap reduces open claims to 240 while throughput stays at 60 per day, lead time falls to 4 days. Nothing about the work changed; only the queue did.
Touch time and process cycle efficiency
A loan application with 42 minutes of touch time and a 6-day (2,880 working-minute) lead time has an efficiency of 1.5%. Transactional processes commonly fall between 1% and 10%; a well-run lean manufacturing cell may reach 25% or more. The number is worth computing early because it tells the team where the opportunity is: at 1.5%, working on the 42 minutes of touch time is pointless, and all the value is in the 2,838 minutes of waiting.
Identifying the constraint
The Body of Knowledge specifically asks that these metrics be used to determine constraints. A practical sequence:
- Compute takt time from actual customer demand.
- Measure cycle time at every step, with enough observations to see the variation, not just the mean.
- Plot cycle time by step against the takt line.
- Look for where WIP and WIQ accumulate -- inventory piles up in front of the constraint.
- Confirm with utilization: the constraint runs near 100% while others idle.
The physical evidence usually settles it before the arithmetic does. Queues form immediately upstream of the bottleneck and starvation appears immediately downstream.
The hidden factory
A hidden factory is the set of undocumented activities -- rework, retest, workarounds, informal inspection, chasing missing information -- that a process performs routinely but that appears in no routing, no standard time, and no yield report.
Why it matters to each metric:
| Metric | Distortion caused by the hidden factory |
|---|---|
| Touch time | Understated, because rework loops are not in the standard routing |
| Cycle time | Actual step cycle time exceeds the standard, apparently without cause |
| Throughput | Effective capacity is lower than nameplate; overtime is chronic |
| WIP | Higher than the routing predicts, because units cycle back |
| First-pass yield | Overstated, because units repaired in-station are counted as good |
| Capability | Overstated, because the measured output has already been corrected |
The classic symptom is a process that reports 99% yield but requires 15% overtime to meet a schedule it was sized for. That gap is the hidden factory.
Finding it
- Walk the process and count every unit that moves backwards. Rework almost always travels against the primary flow.
- Compare standard routing time with actual labour hours per unit. The difference is unrecorded work.
- Ask operators what they do when something is wrong, not whether defects occur. The answer is usually a well-established informal procedure.
- Measure first-pass yield at each step, defined as units passing with no rework of any kind, rather than final yield after correction.
- Look for uncounted inventory: the reject bin that gets reworked at shift end, the "pending clarification" folder, the parts on the maintenance bench.
The measurement fix is to define first-pass yield as right first time with no touch-up, and to make rework visible by requiring it to be recorded with a reason code before the unit re-enters the flow. Making rework visible almost always reduces reported yield in the first month, which must be explained to the sponsor in advance or it will be read as the project making things worse.
A line operates one 8-hour shift with 30 minutes of scheduled breaks and must deliver 420 units per day. What is the takt time?
A stable claims process holds 480 open claims and completes 60 claims per day. Management imposes a work-in-process cap that reduces open claims to 240, with throughput unchanged. What happens to lead time?
A process reports 99% final yield but consistently requires 15% overtime to meet a schedule it was capacity-sized for. What does this pattern most likely indicate?