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Required θ sink-to-ambient · air vs liquid · cooling class

Heat Sink Sizing Console

Sizing a cooler is backwards arithmetic: the temperature budget minus the package and interface resistances leaves the resistance the heatsink must achieve. Compute that required θ, see which cooling class can deliver it, and learn whether you can stay on air or must go liquid.

01 · Quick estimate

Power, max junction temp & ambient → required heatsink resistance.

Required heatsink θ
0.034
°C/W sink-to-ambient
Cooling class & thermal-budget breakdown ↓
02 · Deep analysis

Cooling requirement console

Requirement tightness
0.034°C/W REQ
Liquid cold plate
636 CFM airflow if air-cooled
Temp budget
80°C
105 − 25
Allowed total θ
0.114
°C/W j-a
Heatsink must hit
0.034
°C/W s-a
Cooling class
Liquid
Where the budget goes
Package (j→c)35°C
Interface (TIM)21°C
Heatsink (s→a)24°C

The package and TIM claim their share first; the heatsink covers the rest of the 80°C budget.

Liquid cold plate

Direct-to-chip liquid cooling. Required once air can no longer remove the heat at the allowed temperature rise.

The heatsink must achieve 0.034 °C/W — roughly 636 CFM of airflow for a forced-air design.

Lower the interface term with the TIM Calculator; verify the full chain in Junction Temperature.

Why it matters

Why cooling escalates with power

The heatsink only has to cover what's left

The package (junction-to-case) and the interface material consume part of the temperature budget before the heatsink even starts. The sink must achieve the remainder — and at high power, that remainder can be brutally small.

Required resistance falls inversely with power

Double the power and you halve the thermal resistance the cooler is allowed. This is why each generation of higher-TDP accelerators forces a jump to a stronger cooling class — the budget simply runs out.

There's a hard floor air can't cross

Forced air tops out around 0.1–0.2 °C/W for a practical heatsink. When the required resistance drops below that, no fan or fin stack will do — liquid cooling becomes mandatory, not optional.

Ambient eats the budget directly

Every degree of inlet temperature is a degree off the allowable rise. A cooler designed for 25°C lab air can be infeasible at a 40°C datacenter inlet — always size to the worst-case ambient.

Field notes

Sizing backwards from the budget

Heatsink sizing runs backwards from a temperature you must not exceed. The junction has a maximum it can tolerate, the air comes in at some ambient, and the difference is the entire temperature budget you have to work with. Divide that budget by the power and you get the total thermal resistance the whole path — package, interface, heatsink — is allowed. The heatsink only gets what's left after the package and the interface material take their cut.

That subtraction is where high-power parts get unforgiving. The package's junction-to-case resistance and the interface material's resistance are fixed costs against the budget, and times a large power they can consume most of it before the heatsink starts. What remains — the required sink-to-ambient resistance — can be a fraction of a degree per watt, and the smaller it is, the more aggressive the cooling must be. This console does that arithmetic and tells you which class of cooler can actually hit the number.

The cruel part is the inverse relationship with power. At a fixed budget, the allowed resistance is inversely proportional to power, so every increase in TDP tightens the requirement, and resistance is expensive to reduce — it takes disproportionately more heatsink, more airflow, or an entirely new cooling class to shave each increment. There is a hard floor where forced air simply can't go lower no matter the fan, and crossing it makes liquid cooling not a choice but a necessity. Watching the required resistance fall past that floor is how this tool tells you the air era is over for your part.

Two practical reminders. Ambient eats the budget one degree at a time, so size to the worst-case inlet, not the bench. And the interface material is a lever you control — a better TIM gives the heatsink more room. Get that term from the TIM Calculator, and confirm the assembled chain holds in the Junction Temperature console.

Heat Sink Sizing FAQs

Have more questions? Contact us

Trusted by Thermal & Mechanical Engineering Teams

4.8
Based on 2,890 reviews

Sizing backwards from the temperature budget — required θsa after package and TIM — is exactly the first calculation I do on any new part, and this nails it. The cooling-class classification with the airflow estimate tells me air-vs-liquid in seconds. Matches my hand calcs.

D
Dr. Liam Fitzgerald
Thermal/mechanical engineer
June 6, 2026

The inverse-with-power insight is the one that explains to product teams why a 200W TDP bump forces liquid. Showing the required resistance fall below air's floor makes it undeniable. Pairs perfectly with the junction-temperature and TIM tools.

N
Nora Bergström
Server cooling designer
April 27, 2026

Clean required-resistance and classification. The infeasible-case flag (package+TIM over budget) has saved me from chasing impossible heatsinks. Would love fin-geometry detail, but as a sizing-and-feasibility tool it's spot on.

H
Hassan Qureshi
Hardware platform thermal
March 7, 2026

I use it to set the θsa target before picking a heatsink from a catalog, and the ambient input keeps me honest about worst-case inlet. The tiered recommendation maps to what we actually deploy. Fast and accurate.

M
Mei-Ling Chen
Electronics cooling
December 30, 2025

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required heatsink θ = (Tj,max − ambient) ÷ power − θjc − θinterface · cooling class from required θ · Last reviewed: 2026-06