Process physics

Feed Rate & Velocity

Placement speed is never truly constant. Every acceleration, deceleration and curve changes how long the material sees the heat source, and therefore how hot it gets.

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Velocity is one of the strongest levers on temperature in automated fibre placement (AFP). Understanding heat input relative to the placement rate, and compensating for it, is essential for consistent quality along the whole course.

Faster placement→Shorter exposure to the heat→Lower temperature

The general rule holds for every heat source: hot gas torches, infrared heaters, lasers and pulsed light.

Where velocity changes

The critical moments

  • Start of a course: the head accelerates, the material dwells and over-heats
  • End of a course: deceleration and cut, with the same risk
  • Curved paths: on steered or doubly curved tooling the local speed varies
  • Machine limits: axis dynamics on complex parts cap the achievable speed

What happens inside the material

Conduction

Less time to soak in

At high speed, heat has less time to diffuse through the thickness, so the surface and the interface drift apart.

Advection

Heat carried along

Moving material carries heat with it, which shifts the temperature peak relative to the nip point.

Gradients

Non-uniform quality

Larger gradients along the plied layers mean inhomogeneous bonding, crystallinity and residual stress.

How OTOM compensates

Read the real speed profile

The velocity along every course comes from the machine programme (G-code, XML or RAPID), not from an assumed constant.

Simulate the transient temperature

The thermal model follows heating and cooling station by station, including the start and end of each course and heat left by earlier plies.

Adapt laser power to speed

Laser power is optimised per station to hold the target temperature as velocity changes, within limits on power change per step.

Verify

The optimised schedule is checked against thermal-camera recordings with the IR Cam module.

The same principle regulated the bonding temperature within 1.5 °C on a pressure vessel, where curvature and speed changed together. See the vessel case study.

Faster lay-up without losing quality

We find how fast your process can run and the power schedule that keeps the temperature uniform.