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WATERPROOFING TERRACES AND BALCONIES - Mapei

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04<br />

Technical Notebook<br />

<strong>WATERPROOFING</strong><br />

<strong>TERRACES</strong> <strong>AND</strong> <strong>BALCONIES</strong><br />

out jut out for a breathtaking view over a mountain creek, one of the most<br />

remarkable examples of modern architecture.<br />

In order for terraces and balconies to become a space where everybody<br />

may enjoy their spare time, we must not limit our attention to simply applying<br />

a waterproofing system; we must also consider a number of other aspects<br />

such as structural stresses, the correct slope, the way they blend in and<br />

particular care for the joints. These and other items will be discussed in<br />

the following pages.<br />

3. MECHANICAL <strong>AND</strong><br />

PHYSICAL STRESSES<br />

3.1 STRUCTURAL DEFORMATION <strong>AND</strong> JOINTS<br />

The cementitious conglomerate in use since ancient times is still today<br />

one of the most widely used construction materials in the building<br />

industry. The combination of cement, inert material and water in the right<br />

proportions forms a strong, compact composition which, when used<br />

in conjunction with steel bars, forms an excellent construction system:<br />

reinforced concrete.<br />

As with all materials, a cementitious conglomerate has certain<br />

chemical and physical characteristics directly connected to particular<br />

types of deformation, some of which are manifested immediately,<br />

while others only show up with time, generated especially by the<br />

curing of the conglomerate itself. Structures are subjected to various<br />

types of deformation (thermal, dynamic, shrinkage, etc.) during<br />

their working life and every type of deformation must be carefully<br />

assessed during the design phase.<br />

As far as the behaviour of terraces and balconies is concerned,<br />

it is common knowledge that these structures are subjected to all<br />

the types of deformation mentioned above, which act both on the<br />

Fig. 3.1 - Diagram of the deformations of a suspended<br />

floor slab subjected to point loads.<br />

Fig. 3.2 - Diagram of the deformations of a supported<br />

beam subjected to evenly-distributed loads.<br />

Fig. 3.3 - Diagram of the deformations induced by<br />

drops in temperature.

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