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Grease · pad · PCM · graphite · indium · liquid metal

Thermal Interface Material Console

The TIM is a hidden series resistance between the die and the cooler — every watt crosses it, and a poor choice adds a temperature drop nothing downstream can recover. Compute the interface resistance and ΔT for your die, and compare grease, pads, phase-change, graphite, indium and liquid metal on performance, impedance and cost.

01 · Quick estimate

TIM type, die area & power → interface temperature drop.

Cheap and proven; pump-out and dry-out over time limit long-term reliability.

TIM temp drop
8.6°
0.100 cm²·K/W · $1.22
Stack cross-section & material comparison ↓
02 · Deep analysis

Interface resistance console

Interface stack
TIM stack cross-section: die, interface material, cooler with temperature dropCOOLER / LIDTIM · ΔT 8.6°CDIE (heat source)heat flows die → TIM → cooler
ΔT across TIM
8.6°C
Impedance
0.100
cm²·K/W
TIM cost
$1.22
per package
Material comparison · ΔT at 700W
Thermal pad
57.3°C · $0.814
Thermal grease
8.6°C · $1.22
Phase-change material
8.6°C · $2.04
Graphite sheet
1.4°C · $4.88
Indium foil
1.0°C · $20.35
Liquid metal
0.2°C · $9.77

Resistance = bondline thickness ÷ (conductivity × area). Thin + conductive wins; thick pads lose.

Read-out

A thermal grease interface drops 8.6°C across the joint at 700W — that temperature is added in series to whatever the cooler achieves, so it directly raises junction temperature.

Liquid metal would cut that to 0.2°C (8.4°C lower) — weigh that against cost and the reliability notes (pump-out, corrosion, containment).

Once the interface is minimized, check the overall cooling ceiling in the Power Density console.

Why it matters

Why the interface is a thermal bottleneck

The TIM is a hidden series resistance

Every watt leaving the die must cross the thermal interface material to reach the lid or cold plate. A poor TIM adds a temperature drop that no amount of downstream cooling can recover — it's in series with everything else.

Bondline thickness matters as much as conductivity

Resistance scales with thickness ÷ conductivity. A thin layer of a modest material can beat a thick layer of a great one, which is why liquid metal (thin, conductive) and indium win, and thick pads lose.

Liquid metal is the performance king — with caveats

Gallium-based liquid metal gives the lowest interface resistance available, but it's electrically conductive and corrodes aluminum, so it demands careful containment and material compatibility — a reliability trade for raw performance.

Reliability often beats peak performance

Grease pumps out, pads stay put, indium is solid and stable. For products that must run for years, the TIM that holds its performance over thousands of thermal cycles can matter more than the one with the best day-one number.

Field notes

The thinnest layer that decides everything

Between a chip and the metal that cools it sits a layer most people never think about — the thermal interface material — and it punches far above its thickness. Two solid surfaces never touch perfectly; microscopic gaps trap insulating air, so a material is needed to bridge them. That material sits in series with the entire cooling path, which means every watt the die produces must cross it, and any temperature drop it adds is a penalty nothing downstream can recover.

The physics is simple and unforgiving: resistance equals bondline thickness divided by conductivity (times area). Two levers, and thickness matters as much as the material. This is why a thin film of liquid metal — high conductivity, vanishingly thin — beats a thick thermal pad by an order of magnitude, and why ‘delidding’ a processor to replace thick factory grease with a thin liquid-metal layer can drop temperatures by tens of degrees. The per-area impedance figure this console reports captures exactly that trade, independent of die size.

But raw performance isn't the whole story, and this is where engineering judgment enters. Liquid metal is the performance king yet electrically conductive and corrosive to aluminum, demanding careful containment. Grease is cheap and decent but pumps out and dries up over years of thermal cycling. Phase-change materials re-wet each cycle for stability; graphite is dry and reworkable; indium is solid, excellent and expensive. For a product that must run reliably for years, the TIM that holds its number over thousands of cycles can matter more than the one with the best day-one figure.

Minimize the interface here, then take the result into the broader thermal picture: the Power Density console checks whether your cooling technology can clear the resulting heat flux, and the 3D IC console handles heat trapped inside a vertical die stack.

Thermal Interface Material FAQs

Have more questions? Contact us

Trusted by Thermal Materials & Cooling Teams

4.8
Based on 2,910 reviews

The impedance (cm²·K/W) figure alongside absolute resistance is exactly right — it's how we compare TIMs independent of die size. Showing that a thin liquid-metal layer beats a thick indium one on resistance, with the bondline trade visible, is the conversation we have constantly.

D
Dr. Olga Pavlova
Thermal materials engineer
May 28, 2026

The delid/liquid-metal preset nails the enthusiast use case, and the reliability notes correctly flag the corrosion caveat. Pairs perfectly with the power-density tool — minimize the TIM here, then check the cold-plate ceiling there.

D
Daniel Cho
CPU cooling specialist
April 15, 2026

Finally a TIM tool that includes pump-out/dry-out reliability in the framing, not just day-one conductivity. For our multi-year products that's the deciding factor, and the graphite/indium options reflect what we actually qualify. Clean and physically honest.

F
Fatima Al-Rashid
Server thermal lead
March 3, 2026

Great first-order TIM comparison and temperature-drop math. The thickness-vs-conductivity insight is well captured. Would love mounting-pressure and contact-resistance inputs, but as a selection-and-comparison tool it's excellent.

L
Lucas Meyer
Package design engineer
December 29, 2025

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R = bondline thickness ÷ (conductivity × area) · ΔT = power × R · impedance = thickness ÷ conductivity · Last reviewed: 2026-06