Laser Heat Transfer Calculator

g/cm³
J/g·K
(Properties auto-filled. Clear fields to enter manually.)
%
mm
Temp. Increase (ΔT)
--- °C
Final Temperature
--- Starting @ 20 °C

How it works?

This calculator estimates the temperature rise using the principle of Adiabatic Calorimetry. It assumes that all the absorbed laser energy is trapped within the illuminated volume and does not yet have time to conduct away into the bulk material.

$$ \Delta T = \frac{E_{absorbed}}{m \cdot c_p} $$ Basic Temperature Rise

This calculation depends on:

  • Absorbed Energy (Q): Total energy ($P \times t \times \eta$) that actually enters the material.
  • Mass (m): The heated mass, calculated as $\text{Density} (\rho) \times \text{Volume}$.
  • Specific Heat (cp): Energy required to raise 1 gram of material by 1 degree Celsius.
  • Absorptivity (η): The percentage of laser light absorbed vs. reflected (e.g., 0.1 for 10%).

By providing these inputs, the calculator approximates the instantaneous temperature rise. Note that in real-world scenarios, thermal conduction begins cooling the spot immediately, so this calculator provides the "Upper Limit" temperature.