Pitch and the Pacemaker Process
In one sentence
Pitch is takt time multiplied by the defined container quantity; it makes visible which quantity is released to the pacemaker process at which interval.
By the end of this lesson
- Calculate a pitch of 1,200 s/container, that is 20 minutes/container, for a takt of 60 s/unit and 20 units/container.
- Verify the required number of containers by dividing the available time by the pitch.
- Test downstream flow and delivery conditions when choosing the pacemaker process.
- Show that a larger container preserves the quantity closure but delays the first usable output.
Why it matters
Takt time describes the demand rhythm at the level of a single unit. On the shop floor, a work order or a move often runs on a defined container rather than a single part. Pitch connects these two scales. The established term pitch is used here in the sense of the packaging interval. Multiplying takt time by the units in the container gives the time that corresponds to one container of demand. This interval is not proof that the machine can by itself produce one container in that time. It is a planning rhythm based on demand; the real processing, setup and output conditions are compared separately. This distinction is easier to see when the units are written out.
The pacemaker process is the chosen point in the flow where the production schedule is directed. The choice is not only about finding the fastest machine. What matters is in which order and how continuously the product can advance from this point toward the customer, how upstream processes replenish, and where change can be managed. Giving independent detailed schedules to processes that are disconnected from one another can create different interpretations of the same demand. The rhythm at the chosen point does not remove the physical constraints of the other points. If the upstream process cannot supply enough material, or if a pile-up forms downstream, the problem is not solved by rearranging the schedule boxes.
As the container quantity grows, the pitch gets longer. This change can mean fewer records or move operations; but it can delay the formation of the first full container and increase the quantity held beside the line. The weight of the container, its accessibility, product protection and the delivery unit are also assessed. Choosing a large container only to reduce the number of moves can shift the problem of waiting and safe handling elsewhere. A small container is not good in every case either; more frequent moves and capacity for returning empty containers may be needed. The calculation makes it possible to compare these two options under the same demand and the same delivery condition.
The overlooked aspect of pitch is the boundary definition. Taking a card from the planning board, starting production, completing the last part and the container reaching the delivery point are different moments. If you do not write which of them you are using the interval for, work that starts regularly can look as if it is delivered regularly. Likewise, a container full of nonconforming products is not usable output. In this lesson we will keep the demand rhythm, the production actual and the transport time separate. The aim is not to memorize a single number but to show, in a verifiable way, whether the right quantity is really usable in the right time window.
Formula
Pitch (s/container) = Takt time (s/unit) × Container quantity (units/container)
Pitch (minutes/container) = Pitch (s/container) ÷ 60 s/minute
Physical container requirement (containers) = ⌈Demand (units) ÷ Container capacity (units/container)⌉
Fill level of the last container and acceptance of a partial container are determined separately
Number of planned intervals (intervals) = Available time ÷ Pitch
Delivery time = Completion time of the conforming container + Transport time
Unlock the rest of this lesson with an Academy account
Create a free Academy account with your work email address; it can be used once it is approved.
- Step-by-step instructions
- Worked example with real numbers
- Where the method misleads
- Common mistakes