Heat Sink Calculator

Model junction temperatures and choose smart cooling paths. Tune airflow and surface area with confidence. Get clear results, tables, exports, and practical guidance fast.

Calculator

Choose your workflow: budget thermal resistance, predict junction temperature, or estimate sink performance from surface area and airflow.
W
Average heat to remove at steady state.
°C
Air temperature near the heat sink.
°C
Device limit or target junction temperature.
°C/W
From the device datasheet (typical or worst-case).
°C/W
Thermal pad/grease, mounting pressure, and flatness.
°C/W
Used for temperature prediction mode.

Area and airflow (for estimation mode)

cm²
Include fins; exclude blocked areas if enclosed.
Painted/anodized surfaces radiate more heat.
Forced assumes airflow across fins or sink body.
m/s
Use 0 for still air; 1–3 m/s is common with fans.
Orientation mainly affects natural convection.
g
Used for a simple transient warm-up estimate.
J/kg·K
Aluminum ≈ 900, copper ≈ 385.
s
Estimate surface temperature rise at this time.

Formula used

This tool uses a steady-state thermal resistance model and an optional geometry-based estimate.

  • Tj = Ta + P · (RθJC + RθCS + RθSA)
  • RθSA,required = (Tj,max − Ta)/P − (RθJC + RθCS)
  • Convection estimate: Rθ ≈ 1/(h·A) with A in m2.
  • Radiation estimate: hr ≈ 4·ε·σ·T^3, then heq = h + hr.
  • Optional transient (lumped): Ts(t) = Ta + P·Rθ·(1 − e^(−t/(Rθ·C))), where C = m·Cp.

How to use this calculator

  1. Pick a mode: required RθSA, predict temperatures, or estimate from area.
  2. Enter power, ambient temperature, and your junction temperature limit.
  3. Add RθJC and RθCS from datasheets and interface materials.
  4. For estimation, enter surface area, emissivity, airflow, and orientation.
  5. Press Calculate to show results above the form.
  6. Use CSV or PDF export for reports and documentation.

Example data table

Scenario P (W) Ta (°C) Tj,max (°C) RθJC (°C/W) RθCS (°C/W) Required RθSA (°C/W) Notes
Compact controller 8 35 110 2.0 0.5 6.875 Often feasible with natural convection.
Motor driver 20 30 125 1.1 0.3 3.350 Consider forced airflow inside enclosures.
High-power module 60 40 150 0.6 0.2 1.033 Heatsink + fan or cold plate likely.

Values are illustrative. Always verify with measured airflow and vendor thermal data.

FAQs

1) What is RθSA?

RθSA is sink-to-ambient thermal resistance. Lower values mean better cooling. Vendors rate it for specific airflow and mounting conditions.

2) Why does ambient temperature matter so much?

Thermal rise adds on top of ambient. If the enclosure air is already hot, the same heat sink produces a higher junction temperature.

3) Should I use typical or worst-case RθJC?

For reliability, start with worst-case or datasheet maximum. Then compare with typical values to understand real-world headroom.

4) What is a realistic RθCS value?

It depends on material and pressure. Thermal grease is often lower than thick pads. Poor flatness or low clamp force increases RθCS sharply.

5) Does black anodizing always help?

Higher emissivity improves radiation, especially in still air. In strong forced airflow, convection dominates and coating impact is smaller.

6) How accurate is the area-and-airflow estimate?

It is a first-pass estimate using simplified heat transfer. Fin spacing, ducting, turbulence, and enclosure restrictions can change performance significantly.

7) When should I add a fan?

If required RθSA is very low or the enclosure runs hot, forced airflow often gives the biggest improvement per cost and size.

8) Can I use this for liquid cooling plates?

You can budget junction temperatures with Rθ values, but liquid systems need different coefficients and flow-based models. Use vendor data for plate-to-fluid resistance.

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Important Note: All the Calculators listed in this site are for educational purpose only and we do not guarentee the accuracy of results. Please do consult with other sources as well.