R-Value, K-Value, C-Value & U-Value — Insulation Units Explained
What each value means
- K-value (k / λ) — thermal conductivity, W/m·K. The property of the material itself; lower conducts less heat. Rises with temperature.
- R-value — thermal resistance of a specific thickness, m²·K/W. R = thickness (m) ÷ k. Higher = better insulator. R-values add up in series.
- C-value — thermal conductance, W/m²·K. C = 1 ÷ R = k ÷ thickness. The inverse of R.
- U-value — overall heat-transfer coefficient of the whole build-up (including surface films), W/m²·K. U = 1 ÷ (sum of all R-values).
How they relate (worked example)
Typical k-values (W/m·K) by material
| Material | k at ~50 °C | Notes |
|---|---|---|
| Aerogel blanket | 0.015–0.020 | lowest k; thinnest for a given R |
| Mineral wool (Lamella) | ~0.040 | our ≤220 °C tier; rises with T |
| Mineral wool (Wired, hi-T) | ~0.045 | our >220 °C tier, to +600 °C |
| Calcium silicate | ~0.060 | rigid, high-temp |
| Still air (reference) | ~0.026 | why trapped air matters |
k rises with temperature, so high-temperature surfaces need more thickness for the same R — handled automatically in the calculators.
FAQ
What is the difference between R-value and K-value?
K-value (k or λ) is the material's conductivity (W/m·K) — a fixed property. R-value is the resistance of a chosen thickness of that material: R = thickness ÷ k. A lower k or a greater thickness both raise R and cut heat loss.
How do you calculate R-value?
R = thickness in metres ÷ k-value. Example: 50 mm (0.05 m) of mineral wool at k = 0.045 gives R = 0.05/0.045 ≈ 1.11 m²·K/W. R-values of layers add together.
What is a good R-value for hot industrial insulation?
It depends on temperature and target surface temp. For most hot equipment, 50 mm mineral wool (R≈1.1) holds the surface ≤45 °C up to ~220 °C; above that, 100 mm (R≈2.2) of high-temperature mat. Use the calculator to size for your exact surface.
What is U-value?
U-value is the overall heat-transfer coefficient of the whole assembly including inner and outer surface films, U = 1 ÷ (sum of all R-values), in W/m²·K. Lower U = less heat lost per m² per degree.