Skip to content
Materials and processes

The gauge said 20.24 mm at 9am and 20.26 mm at 2pm. Nobody touched the part.

A part isn’t one size — it’s one size at one temperature. Move it 10°C and it’s physically a different length, not a measurement error, and the amount it moves depends entirely on what it’s made of.

What’s actually happening

Every material has a coefficient of linear thermal expansion (CTE) — how much a given length grows per degree of temperature rise. The formula is simple, ΔL = L₀ × α × ΔT, but the consequence isn’t small: a 2000 mm steel weldment measured 10°C above a 20°C reference is genuinely about 0.24 mm longer than its drawing dimension, before anyone made a measurement mistake. That’s why every dimensional measurement is implicitly referenced to 20°C under ISO 1 — it’s not an arbitrary number, it was adopted internationally in 1931 specifically because it’s close enough to normal room temperature to hold in a lab without extreme heating or cooling.

How much five materials actually move

MaterialCTE (µm/m·°C)1000 mm part, +50°C
Structural steel~120.60 mm
Stainless 316~160.80 mm
Stainless 304~17.30.86 mm
Aluminium (6061 / 5052)23.4 / 23.81.17 / 1.19 mm
Common 3D-print plastics (ABS, nylon)70–100+3.5–5.0+ mm
Plastics vary far more than metals — grade, fill content, print orientation and even how close the part gets to its glass-transition temperature all shift the number. PLA specifically has no single agreed CTE figure in the literature I could verify 🔍 — published values ranged from roughly 70 to over 400 µm/m·°C depending on the study and measurement method. Treat the plastics row as a broad range, not a spec.
Dimensional growth, side by side — growth cap magnified for visibility
Growth caps are drawn at 30× magnification so they're visible — the numeric readouts are the real values.

Same temperature, different growth: why mixed-material assemblies move

Aluminium expands roughly twice as fast as steel for the same temperature change. Bolt a steel fastener through an aluminium housing and heat the assembly, and the aluminium grows away from the bolt faster than the bolt does — which is a well-documented cause of gradual clamp-load loss in thermally cycled bolted joints, not a manufacturing defect. The same mismatch is what makes a bimetallic strip bend: two different metals bonded together, one expanding faster than the other, with nowhere to go but to curve.

Bimetallic strip — the thermostat mechanism
Steel CTE12 µm/m·°C
Brass CTE19 µm/m·°C
Curvature direction
Steel bolt through an aluminium housing, heated
Aluminium housing growth0.000 mm
Steel bolt growth0.000 mm
Differential (clamp effect)0.000 mm
Illustrating the mechanism, not a preload calculation — real clamp-load loss also depends on bolt stiffness, gasket creep and joint stack-up.

Why we care

Nobody’s checking gauge accuracy is usually fine — the part actually is a different size than it was that morning, and it’s genuinely a different size than a part measured in a 20°C metrology lab. I quote dimensions the way every drawing implicitly does — at 20°C — and when a part is going somewhere with real temperature swings (outdoor equipment, anything near heat sources, a shop with no climate control), the material’s CTE is part of the design decision, not an afterthought.

Related: Measurement Uncertainty (the 20°C assumption already flagged there, this page is the mechanism behind it) · Material Grades