W/m·K appears on every thermal datasheet and is one of the most misused numbers in electronics thermal design. Understanding what it measures — and what it deliberately omits — is the difference between a working thermal design and an expensive surprise.

What W/m·K actually measures

Thermal conductivity, k, quantifies how readily heat flows through a material. Formally, it is the heat flow in watts through a one-metre cube when there is a one-kelvin temperature difference across it.

Fourier's law, one-dimensional: q = k × A × ΔT / L q = heat flow (W) · A = area (m²) · ΔT = temperature difference (K) · L = thickness (m)

Rearranged into the form engineers actually use:

R = L / (k × A) Resistance in °C/W. Note that conductivity is only one of three variables — thickness and area matter just as much.

Reference values

Materialk (W/m·K)Context
Still air0.026Why trapped air in an interface is so damaging
Silicone grease3–8Typical commercial compounds
Filled thermal pad1–6Standard gap filler
Stainless steel~16
Aluminium~205Common heat sink material
Copper~400Best practical bulk conductor
Graphene (in-plane)~1,500–5,000Why graphene is interesting at all
Lenecold graphene pad (through-plane)180Directionally engineered
Lenecold graphene plate (in-plane)1,200Spreading applications
Diamond~2,000Benchmark, not practical

The directional issue: through-plane vs in-plane

This is where most confusion lives. Heat in an electronics assembly usually travels through the thickness of the interface — from die upward into the heat sink. That direction is called through-plane (or z-axis).

Graphene is unusual because it is highly anisotropic: within the plane of the sheet it conducts extremely well, but across the stack of sheets it conducts far less. A randomly-oriented graphene composite therefore shows modest through-plane conductivity despite the impressive raw material number.

Why vertical alignment matters Lenecold's pad is built from vertically-oriented graphene — the sheets stand up so their high-conductivity axis points through the thickness. That is how a polymer-based pad reaches 180 W/m·K in the direction that actually matters. Always check whether a quoted graphene figure is in-plane or through-plane; the two can differ by an order of magnitude.

Why a big number can still perform badly

Three common reasons:

  • Thickness dominates. A 3 W/m·K grease at 50 μm beats a 6 W/m·K pad at 500 μm. Conductivity alone tells you nothing about the joint.
  • Contact resistance is excluded. The W/m·K figure describes the bulk material. The interfaces between pad and die, and pad and sink, add resistance that can exceed the bulk term at low mounting pressure.
  • Measurement conditions vary. Values depend on temperature, pressure and test method. Always check the standard — ASTM D5470 for resistance under pressure, laser flash for bulk diffusivity.

How to use the number correctly

  1. Confirm the direction

    Through-plane for TIM, in-plane for spreaders and heat spreader plates.

  2. Convert to resistance at your thickness

    R = L / (k × A). This is the number that matters.

  3. Add contact resistance

    Or better, get measured R-versus-pressure data from the supplier.

  4. Check the test standard and pressure

    A value measured at 100 psi is not valid for your 10 psi assembly.

  5. Verify at your operating temperature

    Conductivity of polymer-based materials changes with temperature.

Quick sanity check If a supplier quotes a dramatic conductivity number but cannot provide thermal resistance at your bond line thickness and mounting pressure, the conductivity figure is marketing. Ask for the R-curve.

Frequently asked

Is higher W/m·K always better?
At a fixed thickness, yes. But a higher-conductivity material that requires a thicker bond line, or that does not conform at your pressure, can perform worse overall.
Why is my 180 W/m·K pad not performing 30× better than a 6 W/m·K one?
Because contact resistance now dominates. Once bulk resistance becomes small, the joint's performance is set by how well the surfaces mate — surface finish, flatness and pressure.