Building materials
The material input contributes greatly to the indoor air quality and energy consumption in a building. Insulation properties and heat storage capacity are both important energy factors, and clever dimensioning of new building constructions can also help:
- reduce energy consumption,
- even out fluctuations in temperature,
- prevent overheating in summer,
- shorten the warm-up period in a building.
| Fig. 4: Temperature flow in a wall with conventional thermal insulation |
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Savings of up to 20 per cent in heating costs and an improvement in thermal comfort during the summer can be achieved when there is a well-balanced ratio between solar gains and the storage capacity of a building. Transparent insulation materials not only reduce thermal heat lost through conventional insulation within the envelope but also benefit from solar gains, thus leading directly to a reduction in heating costs.
Remarkable results can be found under the Austrian Program on Technologies for Sustainable Development in the subprogram "Building of Tomorrow":
- Wall Systems made of Renewable Resources
- Renewable Resources in the Building Sector
Heat insulation capacity
The heat insulation capacity of a building material is measured by its thermal conductivity (W/mK).
The thermal conductivity represents the amount of heat flow per second through 1m² of building material measuring 1m thickness with a 1 Kelvin difference in temperature between the inside and outside surfaces. The lower this value, the better the insulating effect of the building material. The U value (former K value) of a building material is gained by dividing thermal conductivity by the thickness of a building material.
Further information:
Thermal storage and summer overheating protection
Heat insulation measures alter the heat storage capacity of building components. The storage mass does not have a strong influence on the heating energy demand in our Central European climate. Buildings should therefore have external insulation. Changes in the thermal storage capacity in buildings can occur when using internal insulation.
- The storage mass can store excess heat during periods of hot weather.
- A reduction of the storage mass will shorten the warm-up time.
The heat storage capacity of a building material is defined by its specific heat capacity c and expressed in storage mass per square metre of building component surface (kg/m²).
The effective storage mass depends on specific heat capacity, bulk density, limit depth and thermal conductivity of each building material. There is no further notable increase in heat storage capacity at the limit depth. This value amounts to approx. 20 cm with solid brick, hollow brick or light-weight concrete. The uppermost 5 to 10 cm of material thickness are important for a typical one-day period of heat storage. Further factors considerably contributing to the overall storage capacity are ceilings, floors, interior walls and furniture.
The room temperature in living spaces should be at least 3K but no more than 6K below the maximum external temperature on hot summer days and especially on humid days.
A simplified procedure published by the Austrian Standards Institute (ÖNORM B8110-3) can be used to calculate overheating levels. It takes into consideration the following factors, regarding the warm-up time of buildings in summer:
- size of transparent surfaces (glazings)
- effect of sun protection
- amount of natural ventilation in the interior space
- storage mass.
The higher the contribution of solar energy to interior space heating during winter, the more important it is to calculate it in advance.
Airtight constructions
Airtightness is becoming an important consideration in the construction of both new buildings and the thermal refurbishment of existing buildings. Current building standards state that roofs should be airtight, but this can rarely be realised in practice.
Measures to achieve airtightness (and moisture barrier) are always positioned on the warm side of the roof construction facing the interior, whereas measures to achieve windtightness are always positioned on the cold side of the construction. Non-airtight sections in the building envelope, like, for example, in the moisture barrier or window constructions result in
- large-scale thermal losses,
- the risk of building damage due to moisture build-up,
- a too dry indoor room quality in winter,
- less overheating protection in summer,
- poor sound insulation and
- uncontrolled air change.
Thermal loss through air gaps
Insulation can drop to 4.8 times its initial value when there's an air gap measuring 1 mm in width and 1 m in length. Up to 800 g moisture can get into the roof construction through such an air gap per day and square metre - in comparison to only 0.5 g with an airtight moisture barrier.
General conditions:
Room temperature +20 ° C,
External temperature -10 ° C
Pressure difference 20 Pa = Wind velocity 2 - 3
Measuring values:
Without air gap: U value = 0.3 W/m2K,
With 1 mm air gap: U value = 1.44 W/m2K
Source: Thermal losses with a 1 mm air gap (Measurements carried out by the Fraunhofer Institute for Building Physics in Stuttgart)
Vapour diffusion
An important pre-requisite for the correct functioning of thermal insulation is to avoid humidity penetration. Vapour usually diffuses from the warm to the cold side of a building or from the side with a higher level of humidity to the side with the lower level of humidity. This means that the vapour diffuses from the interior to the exterior of the building envelope in winter. The resistance offered by a building component to the vapour being transported through the thermal insulation is shown in relation to the resistance in the air (=1) and regarded as the vapour-diffusion resistance indicator.
| Table 3: Vapour diffusion resistance of building materials |
| Air |
1 |
| Sheep's wool, Flax, Mineral Wool |
1 |
| Cork |
5 - 10 |
| Polystyrene Rigid Foam |
30 - 60 |
| Wood |
15 - 35 |
| Brick |
5 - 15 |
| Concrete |
100 |
| PE-foil |
100.000 |
| Aluminium foil |
vapour-tight |
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The diffuion resistance of a complete building component is defined by the equivalent diffused air space thickness, which shows the thickness of air spaces with the same diffusion resistance in m. The eqiuvalent diffused air space thickness is calculated by multiplying the thickness of the building components with the diffusion resistance.
Equivalent diffused air space thickness (sd) = Thickness of Building Components (in m) x Diffusion Resistance
Example:
Masonry 30 cm, Hollow Brick: sd = 0,3 x 10 = 3 m
PE-Foil 0.2 mm: sd = 0,0002 x 100.000 = 20 m
Grey energy
The energy consumption connected with the manufacture of these building materials is known as the "Grey Energy" of building materials. A more elaborate definition of grey energy also takes into consideration the energy consumption used in the transport, construction, demolition and disposal of building materials. The level of this type of energy consumption in low-energy houses is comparable to the amount of energy consumed throughout the whole period of occupancy.
Further information:
More data can, for example, be found in the IBO-Bauteikatalog - IBO Catalogue of Building Components at Österreichisches Institut für Baubiologie und -ökologie - the Austrian Institute for Building Biology and Ecology.

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