Pilar Comp. Centrada (Ac)
- Created by
- Renato Passos, Eng. de Software
- Reviewed by
- Renato Passos, Eng. de Software
Last updated: Apr 18, 2026
Formula
Ac = N/σ
About this calculator
The Centred Compression Pillar calculator is an online tool that helps to calculate the centred compression area of a pillar. It uses the formula Ac = N/σ, where Ac is the compression area, N is the applied load and σ is the compressive strength of the material.
The compressive strength of the material is an important factor to be considered, as it varies depending on the type of material used. The applied load is also crucial, as it can affect the stability and safety of the structure.
This calculator is useful for civil engineers and architects who need to design structures that can withstand significant loads. It helps to ensure that structures are designed in a safe and efficient manner.
Additionally, it is essential to be careful when entering values into the calculator, as small errors can lead to significantly different results. It is recommended to verify the calculations and results to ensure the accuracy and safety of the structure.
Frequently asked questions
What is the centred compression area?
The centred compression area is the area of a pillar that is able to withstand a load without suffering significant damage or deformation.
How to calculate the centred compression area?
The centred compression area can be calculated using the formula Ac = N/σ, where Ac is the compression area, N is the applied load and σ is the compressive strength of the material.
What is the importance of the compressive strength of the material?
The compressive strength of the material is crucial, as it varies depending on the type of material used and can affect the stability and safety of the structure.
In what situations is the Centred Compression Pillar calculator useful?
The Centred Compression Pillar calculator is useful for civil engineers and architects who need to design structures that can withstand significant loads, such as buildings, bridges and other constructions.
Why is it important to verify the calculations and results?
It is essential to verify the calculations and results to ensure the accuracy and safety of the structure, as small errors can lead to significantly different results.