Insulation calculator (R, U → thickness)

Compute insulation thickness from R-value or U-value and thermal conductivity λ. Everything runs locally in your browser.

Choose what you know (R-value or U-value), enter the thermal conductivity λ of the material, and the tool will estimate the required insulation thickness. Results are indicative only.

R = thermal resistance, U = thermal transmittance.
λ depends on the material (mineral wool, PIR, EPS, wood fiber, etc.).
Fill this if mode = “I know R”. Leave empty if you use U.
Fill this if mode = “I know U”. Leave empty if you use R.

About this insulation thickness calculator

When comparing insulation materials, you often see three numbers: λ (lambda), R-value, and U-value. They describe thermal performance in different ways, and switching between them helps you estimate the thickness required to reach a target level of insulation. This calculator estimates insulation thickness from either a target R-value (thermal resistance) or a target U-value (thermal transmittance), using the material’s thermal conductivity λ. All computations are performed locally in your browser.

In a simplified single-layer approach, the relationship between these values is straightforward. The thermal resistance of a homogeneous insulation layer is R = e / λ, where e is the thickness in meters and λ is in W/m·K. Rearranging gives e = R × λ. If instead you start from a U-value, the simplified link is U ≈ 1 / R (meaning lower U indicates better insulation). This tool uses those simplified relations to estimate thickness quickly.

Example: if you target R = 4.0 m²·K/W and the material has λ = 0.035 W/m·K, then thickness is e = 4.0 × 0.035 = 0.14 m, or about 14 cm. If you start from U = 0.25 W/m²·K, the simplified equivalent is R ≈ 1 / 0.25 = 4.0, which gives the same thickness result.

Important: real building assemblies often include multiple layers (plasterboard, masonry, air films), and performance can be affected by thermal bridges, fixings, moisture, and workmanship. This calculator provides an indicative estimate for the insulation layer only. For compliance or detailed design, follow professional methods and local regulations.

Tip: choose the mode (R or U), enter λ, then fill only the known value. The tool will estimate thickness and show an equivalent U-value for that single insulation layer.

What is this insulation calculator used for?

This insulation calculator is designed to estimate the required insulation thickness based on thermal performance targets. It links three key values used in building physics: thermal conductivity λ, thermal resistance R, and thermal transmittance U.

Who is this tool useful for?

  • Homeowners planning insulation works
  • Self-builders comparing insulation materials
  • Students learning thermal performance concepts
  • Technicians and installers making quick estimates
  • Anyone needing a fast insulation thickness approximation

Concrete examples

  • Estimating insulation thickness needed to reach R = 4 m²·K/W
  • Comparing mineral wool, EPS, PIR or wood fiber using their λ values
  • Converting a regulatory U-value into an insulation thickness
  • Checking if an existing insulation layer is likely sufficient

Common mistakes

A frequent mistake is confusing R-value and U-value, or assuming they describe the same thing. Another common error is forgetting that λ depends on the material and that thickness must be expressed in meters for correct calculations. Users also often overlook the impact of other layers and thermal bridges.

Limits and considerations

This tool uses a simplified single-layer model. Real building elements include multiple layers, air resistances, fixings, moisture effects, and thermal bridges. For regulatory compliance, energy certification, or detailed design, professional calculations and local standards must be used.

Educational summary

Insulation performance depends on both material quality (λ) and thickness (e). This calculator helps understand their relationship and provides a quick estimation of thickness needed to reach a target thermal level.

Simplified relations used: R = e / λ and U ≈ 1 / R (single insulation layer only).

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