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Robot Cycle Time Calculator

The cycle time of a robot from the moves it makes — each a trapezoidal profile of acceleration, cruise and deceleration — plus the dwells for gripping and processing, and the parts per hour and per shift that follow.

A robot move accelerates, cruises at its maximum speed and decelerates.

Results update as you type
Results
Cycle time (s)
5.4
Time per move (s)
Move profile
Share of the cycle in motion
Parts per hour
Parts per shift at the availability
Against the target takt
Distance needed to reach full speed (mm)
Cycle if dwells were halved (s)
Reviewed September 2026. Operations arithmetic: the same measures in every plant, in your own units. PUWER and LOLER obligations on work equipment apply regardless of any efficiency target.
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About robot cycle time

How the robot cycle time calculator works

A robot move accelerates, cruises at its maximum speed and decelerates. Short moves never reach cruise and take twice the square root of distance over acceleration; long ones take the distance over speed plus one speed-over-acceleration for the ramps. Add the moves and the fixed dwells — gripper close, sensor confirm, process — and you have the cycle.

The result is usually dominated by dwells, not motion, which is why the fastest robot rarely makes the fastest cell.

Formula: per move: t = 2√(d/a) if d < v²/a, else d/v + v/a; cycle = Σ moves + dwells

Worked examples

InputsCycle time (s)Note
Six 600 mm moves and 1.2 s of dwell5.4about 5.4 s
Short moves3.278triangular profile
Dwell-dominated8.2a faster robot barely helps

Frequently asked questions

What is a trapezoidal motion profile?

Accelerate at a constant rate, cruise at maximum speed, decelerate at the same rate — a trapezium on the velocity–time graph. Short moves become triangles because they never reach cruise.

Why do dwells dominate?

Because gripping, sensing and waiting for a process take fixed time regardless of robot speed. A cell with four seconds of dwell gains little from a robot twice as fast.

What availability should I assume?

Eighty-five to ninety-five per cent for a well-run cell, covering part changes, faults and refills. It is the OEE availability term.

Does path shape matter?

Yes — joint moves, blended corners and reduced settling all change the real time. This page is the straight-line estimate; the controller's simulation refines it.

How do I cut the cycle?

Shorten the moves, overlap dwells with motion where the process allows, and only then buy speed. The dwell-halved row shows the prize.

Where these figures come from

Last checked: September 2026. Definitions follow standard operations-management practice; where plants commonly differ, the page says so.