Cycle Time Calculator

Actual time per unit from run time and output, compared against takt to test whether demand is met.

LET’S WORK IT OUT

Your inputs

Results update as you type. Check the units before you begin.

View result ↓
YOUR RESULT
—
Cycle time
Adjust the inputs

Your result updates live as you type.

Cycle time is how long the process actually takes to complete one unit, measured as run time divided by units produced. It is a fact about your process, observed rather than chosen, and it is the number to compare against takt time to decide whether demand can be met at all. Where takt time is the beat demanded by the customer, cycle time is the beat the line is currently capable of holding.

Cycle time is often confused with lead time and with throughput time, and the three answer different questions. Cycle time is the interval between completed units at the end of the process. Throughput time is how long one unit spends inside the process from start to finish, including waiting. Lead time is what the customer experiences from order to delivery. A cell can have a two-minute cycle time and a three-day lead time without any contradiction.

In a multi-station line, cycle time is set by the slowest station, not the average. The ratio of cycle time to takt time is the balance figure: below 100% there is headroom, above it demand cannot be met without more time or more capacity. On the sample entries 540 units in 465 minutes is a cycle time of 0.861 minutes, 51.7 seconds, which against a 1.403 minute takt is 61.4% loaded.

The formula

Cycle time = run time ÷ units produced
Run time
Time the process was actually running
Units
Good units completed in that time
Cycle time
Run time ÷ units
Takt time
The demanded interval, for comparison

How to use this calculator

  1. Enter the run time observed, excluding stoppages.
  2. Enter the units completed during that run time.
  3. Enter the takt time you are working to.
  4. The gauge shows cycle time; the balance against takt and the sustainable output follow.

Worked examples

540 units in 465 minutes

Cycle time is 0.861 minutes, 51.7 seconds, or 69.68 units an hour. Against a takt of 1.403 minutes the line is 61.4% loaded, so demand is met with 32.5 seconds a unit to spare.

Where the line would break

At this cycle time an eight-hour shift produces 557 units. If demand pushed takt below 0.861 minutes the line could no longer keep up. A unit passing 6 stations at this rate spends 5.17 minutes in the process.

How to read your score

0–0.5Very fastUnder thirty seconds a unit — highly automated or very simple work.
0.5–2FastShort-content assembly with a well-balanced line.
2–8ModerateTypical station times in medium-volume manufacturing.
8–30SlowHigh work content per unit or significant manual handling.
30–—Very slowProject and job-shop work where cycle time varies by order.

Frequently asked questions

What is the difference between cycle time and lead time?

Cycle time is the interval between finished units. Lead time is what the customer waits from order to delivery, and includes queuing, batching and shipping. Lead time is usually many times longer.

Why is cycle time set by the slowest station?

Because units cannot leave the line faster than the bottleneck releases them. Improving any other station just builds work in progress in front of the bottleneck without raising output.

Should stoppages be included in run time?

Not for cycle time — use running time only, so you measure the process rather than the reliability. Downtime belongs in the availability term of OEE.

What if cycle time exceeds takt time?

Demand cannot be met as configured. The options are rebalancing work between stations, reducing the work content, adding a parallel station at the bottleneck, or extending production time.

Cycle time reference

Cycle time in seconds by run time and units produced
Run time100 units300 units540 units900 units1500 units
120 minutes72.0 s24.0 s13.3 s8.0 s4.8 s
240 minutes144.0 s48.0 s26.7 s16.0 s9.6 s
465 minutes279.0 s93.0 s51.7 s31.0 s18.6 s
720 minutes432.0 s144.0 s80.0 s48.0 s28.8 s
960 minutes576.0 s192.0 s106.7 s64.0 s38.4 s

Run time excludes stoppages, so this measures the process rather than its reliability.

Cycle time against a 1.403 minute takt
Cycle time (s)Units per hourLoad against taktUnits in an 8-hour shiftVerdict
4580.053.5%640meets demand
6060.071.3%480meets demand
7548.089.1%384meets demand
8442.8100.0%342short of demand
9537.9112.9%303short of demand
11032.7130.7%262short of demand

Takt is 1.403 minutes (84.2 seconds). Anything above that cannot meet demand without more production time.

Related calculators