Wall Strength
How Strong is the Wall?
![](data:image/png;base64,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)
Masonry construction involves heavy materials. The weight from these materials leads to certain types of stresses. There are three types of forces that may impact on the construction. The first step to cope with these stresses is to understand the forces involved.
There are 3 types of forces to be considered – compressive forces, bending forces and shear forces.
Compressive Force - this force will squash or compact the lowest points of a construction. For a build constructed on piers or pillars, the compression force is relative to the amount of weight it is supporting. The compressive forces are greatest where a foundation sits on the earth below, and the structure sits on the foundation.
Bending Force - when there is a mass of masonry over an opening (e.g. a door or window), bending forces from above can cause the structure to bend or collapse from above. A metal lintel, for instance, may bend downwards from the centre.
Shear Force - when a beam (e.g. lintel) sits on top of two sections of wall, or piers, a third type of downward force can occur which tends to cut through the masonry. These forces can cause cracking in brickwork. Reinforcing is frequently needed against such forces.
For large builds a structural engineer may need to calculate how to build to adequately cope with such forces.
TYPES OF WALLS
There are different types of wall which can be constructed including:
- Cavity walls, dry stone walls, wet walls, load bearing walls, partition walls (non load bearing)
Walls in buildings must:
- Support the upper floors (if any) and roof
- Be able to accommodate windows and doors where needed
- Provide suitable insulation against sound and temperature extremes
- Be able to resist damp
- Have reasonable resistance against fire
Arguably, although it's a matter of taste, a wall should also be well made so that it looks good.
Support Strength
Walls have to be constructed so that they are thick enough to maintain stresses within safe limits for the compressive stresses on the materials in the wall. Wall thickness to height should prevent buckling of the wall under stress and collapse laterally. The materials used have to be fit for purpose i.e. able to withstand adverse conditions or corrosion from salts and pollution.
Cavity walls don't need to be as strong as single layer walls because they gain support from being tied to one another. For very high strength bricks (>70N/mm2) mortar with a 1:3 cement to sand mix should be used. For low strength brickwork, a mix of 1:2:9 (cement to lime to sand) may be used.
Building regulations set out permissible height to thickness ratios for walls of buildings (slenderness ratios). These vary according to the material used e.g. clay brick, stone. Construction of smaller buildings and other structures are governed by factors other than strength such as fire resistance and insulation.
[01/09/2024 19:47:55]
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