Materials Database

Materials Database

Searchable catalog of building materials with lambda values, categories, and practical notes.

Popular materials

Quick reference values before you search the catalog

Brick

Solid wall leaf used in common masonry assemblies.

0.77 W/mK

Mineral wool

Common facade and roof insulation with broad compatibility.

0.036 W/mK

Timber frame

Useful for lightweight wall assemblies and low-carbon builds.

0.13 W/mK
Featured references

Common materials with direct links to the lambda pages

Brick

Lambda 0.77 W/mK

Open page

Concrete

Lambda 1.70 W/mK

Open page

Aerated concrete

Lambda 0.12 W/mK

Open page

Mineral wool

Lambda 0.036 W/mK

Open page

EPS

Lambda 0.032 W/mK

Open page

XPS

Lambda 0.034 W/mK

Open page
Browse materials

Search for a material, choose a category, and sort by lambda or name.

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Why this table matters

A practical reference for lambda values

Compare materials quickly

Use the table to shortlist insulation, structure, and finishing materials by thermal conductivity before you build the assembly.

Check realistic values

Lambda values vary by product type, density, and manufacturer. The catalog is a fast reference, not a substitute for technical data sheets.

Feed the calculator

Once you have a likely material, move back to the calculator and test the full wall, roof, or floor build-up with the chosen thickness.

Reading the table

How lambda becomes resistance

Lower lambda means better insulation

A lower lambda value usually means the material resists heat flow better. That is useful when insulation thickness is limited.

Category helps you find the right use case

Not every low-lambda material belongs in every place. Some are meant for walls, some for roofs, some for floors, and some for finishing layers.

If you need the best result for a specific assembly, compare the material table with the wall, roof, or floor guide first, then check the final U-value in the calculator.

Useful formulas

How lambda becomes resistance

R = d / lambda

Once thickness is known, the material table lets you estimate the resistance of the layer.

U = 1 / (Rsi + sum(R layers) + Rse)

That is the link between a single material and the final performance of the full assembly.