Yamazumi and Line Balancing: Distributing Work Across Operators

Advanced 9 min read · Updated 2026-10-31

A flow cell stands or falls with how the work is distributed. The yamazumi chart (Japanese for “stacked up”) shows the work elements of each operator as a stack and places the planned cycle time next to it. You see at a glance how many operators you need, who is overloaded and where waste sits in the stack.

What the yamazumi chart shows

Each bar stands for one operator. It is made up of the work elements that operator performs in one cycle: loading, welding, assembling, inspecting, and walking too. The height of the bar is the operator’s work content in seconds. A horizontal line marks the upper limit that every bar has to stay below.

The operator balance chart of the value stream map compares cycle time with takt time for each process. The yamazumi chart goes one level deeper: it breaks the work content into elements and distributes them across people. It is the tool for designing a cell in the future state.

Calculating the number of operators

The basis is the total work content of the cell and the planned cycle time. The planned cycle time is slightly below takt time so that downtime and small fluctuations do not break takt.

Operators needed = work content ÷ planned cycle time Capacity = operators × planned cycle time
Steering bracket example (future state): takt time = 55,200 s ÷ 920 pcs = 60 s. Welding 1, welding 2 and assembly become one cell: 39 + 46 + 62 = 147 s of work content. Planned cycle time 56 s (60 s × 0.95 uptime = 57 s, with a little reserve 56 s). Operators needed = 147 s ÷ 56 s = 2.6, so 3 operators. Capacity = 3 × 56 s = 168 s, of which 147 s are used.

Why balance to planned cycle time and not to takt time

If you load every operator up to exactly takt time, you plan without a reserve. Every breakdown, every jammed part, every question then costs output that cannot be made up. The planned cycle time anticipates the expected losses: at 95% uptime, only 57 s of the 60 s are available on average.

Calculating against takt time in the example gives 147 s ÷ 60 s = 2.45, also 3 operators. The difference shows when you balance: a bar at 58 s would be below takt time but above the planned cycle time, and would become the bottleneck with normal downtime.

Capturing work elements: value, necessary, waste

A work element is the smallest step that can sensibly be transferred to another operator, timed with a stopwatch over several cycles. Assign each element to one of three groups. The simplest way is through the name, for example “VA: assemble”, “NVA-N: clamp”, “W: walk”.

Balancing step by step

Distribute the elements in process sequence so that every bar sits just below the planned cycle time. The process boundaries from the value stream map no longer apply: one operator can take the end of welding 2 and the start of assembly.

Balance rate = Σ work content ÷ (number of operators × tallest bar)
Example steering bracket cell, 147 s across 3 operators (element times for illustration). By process boundaries: Op 1 welding 1 (39 s), Op 2 welding 2 (46 s), Op 3 assembly (62 s). Op 3 is above the 56 s planned cycle time and even above the 60 s takt time; balance rate 147 ÷ (3 × 62) = 79%. By elements: Op 1 welding 1 (39 s) and loading welding 2 (10 s) = 49 s; Op 2 welding 2 (30 s), unloading (6 s) and subassembly (14 s) = 50 s; Op 3 final assembly (36 s) and inspect/pack (12 s) = 48 s. All bars below 56 s, balance rate 147 ÷ (3 × 50) = 98%.

Common mistakes

Yamazumi in the editor

In Pro mode, enter the work steps of a process with duration and operator number under “Work elements”. The “Operator balance” tab then shows, per process, one stacked bar per operator with the takt time line, the total work content, the number of operators needed and the balance rate. Bars above takt time are labeled in red.

The tool calculates “needed” against takt time (rounded up). Also check for yourself that every bar stays below your planned cycle time. For an overview across all processes, use the “Takt balance” tab with cycle time and effective cycle time per process.

Takt time basics: /learn/takt-time/ · Cell in the future state: /learn/future-state-design-guidelines/

Practice in the editor

Open the template “Steering bracket (future state)”, switch to Pro mode, enter the work elements from the example for the cell with operators 1 to 3, and in the “Operator balance” tab compare the distribution by process boundaries with the distribution by elements.

Open the template in the editor Start blank

Free, no sign-up, in your browser. Metrics, timeline and checks are calculated automatically.

Frequently asked questions

What is a yamazumi chart?

A bar chart that stacks the work elements of one cycle for each operator and compares them with the planned cycle time or takt time. It shows operator count, overload and waste at a glance.

What is the difference between an operator balance chart and a yamazumi chart?

The operator balance chart on the value stream map shows one cycle time per process against takt time. The yamazumi chart breaks the work content into elements and distributes them across operators; it is used to design a cell. In practice the two names are often used interchangeably.

How do I calculate the number of operators in a cell?

Work content divided by planned cycle time. For the steering bracket: 147 s ÷ 56 s = 2.6, so 3 operators with 168 s of capacity.

How far below takt time should the planned cycle time be?

As far as the expected losses require, above all downtime. For the steering bracket it is 56 s at a 60 s takt time: 95% uptime gives 57 s, plus one second of reserve. A flat allowance without reference to measured losses is too imprecise.

Does machine time belong in the bar?

No, only the time during which the operator is tied up. If the machine runs on its own, the operator can do other work during that time. But the machine has to stay below the planned cycle time with its own cycle time.

What if a single element is longer than the planned cycle time?

Split the element, shorten it technically or duplicate the station so that two stations work alternately. Redistributing alone does not help, because an element cannot be shared between two operators without breaking it down.

Self-test

1. Work content 147 s, planned cycle time 56 s. How many operators does the cell need?
147 ÷ 56 = 2.6, rounded up to 3 operators. Capacity 3 × 56 s = 168 s.
2. Which line is the upper limit for every bar when balancing?
Planned cycle time is below takt time and contains the reserve for downtime. Loading up to takt time means planning without a reserve.
3. Three operators at 39 s, 46 s and 62 s. What is the balance rate?
147 s ÷ (3 × 62 s) = 147 ÷ 186 = 79%. The tallest bar determines capacity.
4. Where does walking go in the yamazumi chart?
Walking is waste, but it uses up time. If it is missing from the stack, the bar looks shorter than it is.
5. Work content 118 s and planned cycle time 56 s give 2.1 operators. What is the first step?
2 × 56 s = 112 s. If you can remove 6 s of waste, 2 operators are enough. A third operator would be idle much of the time.

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