The fundamentals of civil engineering start with knowing the compressive strength of the construction material. This is essential to ensuring the structure’s stability, durability, and safety. Before we discuss this in more detail, let’s first understand what it is and its role in civil engineering.
In literal terms, compressive strength implies the ability of the construction material to withhold the load to the extent that it crushes or deforms the material. An extensive amount of force is applied to the material at the top and bottom to test this. This force is implied until the material either shatters or loses its shape. By doing so, engineers test the threshold limit of the material to understand its durability and load-bearing capacity.
In some cases, where the material is ductile, deformation may occur. However, materials like rock or concrete may withhold pressure and prove successful in these tests to a certain extent. After this, a fracture may happen. Materials like steel and iron have excellent compressive strength.
Different materials react in various ways when put under test. Here is the material classification and their behaviour:
These 2 terms are quite different from each other, conceptually and practically. Here are some factors that differentiate between the two:
S.No | Basis | compressive strength | Tensile strength |
1. | Focus area | Primarily focuses on enduring pushing forces | Mainly focuses on withstanding the pulling forces |
2. | Force | Pushing | Pulling |
3. | Material behaviour | Crushing, possible shattering or brittle | Rupture and eventual elongation |
4. | Applied on | Foundations, walls or columns | Cables, trusses or beams |
5. | Examples of high-strength material | Steel, concrete and masonry | Steel, wood and polymer |
Compressive strength plays a significant role in the engineering and construction industry. Here are some key applications:
It is calculated by evaluating the concrete mix. Engineers test the concrete using a small sample in a concrete testing machine.
The formula which is used for calculating the compressive strength of the material is:
F= P/A
Where,
F = The compressive strength
P = Maximum load applied to the sample
A = Cross-sectional area of the sample resisting the load
In a nutshell, a material’s compressive strength is essential to the construction industry. Knowing this, engineers can make an informed decision while selecting the construction material for a project, which can also help avoid accidents and failures.
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