Free Timber Strut Design Tool to AS 1720.1-2010. Step-by-step, engineering-grade tool with downloadable report.

This template is not available yet. You can sign up and create it yourself!
Or let us know if you'd like to be notified when itโs ready:
Get started with your design
The Timber Strut Design to AS 1720.1-2010 tool calculates the axial compression capacity of a timber strut, adhering to the guidelines set by AS 1720.1-2010. This tool allows users to evaluate timber struts for various structural applications, ensuring that they meet load-bearing requirements for safe and efficient design.
This tool is for:
- Structural Engineers: Assess the compression capacity of timber struts accurately to ensure safe load transfer within timber structures.
- Timber Manufacturers: Verify that timber products meet the necessary compression standards, supporting product quality and safety in construction.
- Construction Project Managers: Confirm that timber struts are designed to handle axial loads, reducing risks of structural instability on-site.
By automating complex compression calculations, this parametric report provides engineers with a streamlined, standards-compliant approach to designing timber struts. It ensures accurate assessments of axial load capacities, allowing for safer and more reliable timber structures.
Engineering templates
Common calculators
Design guides






FAQs
What factors affect the compression capacity of a timber strut?
The compression capacity of a timber strut depends on factors such as timber species, cross-sectional size, length, load eccentricity, and slenderness ratio, all of which influence its stability under load.
Why is slenderness ratio important in timber strut design?
The slenderness ratio, which is the strutโs length relative to its cross-sectional dimensions, affects its tendency to buckle under load. Higher slenderness ratios increase the risk of buckling, reducing the effective load capacity.
How can load eccentricity influence the performance of a timber strut?
Load eccentricity, where the load is not perfectly centered on the strutโs axis, can introduce bending stresses in addition to axial compression, increasing the risk of failure and reducing the strutโs effective capacity.
Learn about the benefits of using CalcTree on engineering projects!