Calculating truss shear and bending

In summary, the conversation discusses how to perform calculations for a truss structure, where the assumption is that all loads act at the joints and member forces are only axial tension or compression. However, in reality, external loads and the weight of the members themselves can cause bending and shear forces, which should be taken into consideration when checking for potential structural issues.
  • #1
Hadron
3
0
Is it known how to do this? If so, how?
 
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  • #2
How to do what? I don't see any basis here for the question.
 
  • #3
In a pure truss, there is no bending or shear in the members because all loads are assumed to act at the joints, such that member forces are axial tension or compression only. In reality, you have the member dead weight distributed across the member, in which case the dead weight is assumed to act one half its value applied at each joint that it is connected to as a point load. And you could have external loads applied between joints (which should be avoided if possible) which do cause moments and shears in that member, but again split up loads at the adjacent joints. You should check the individual member for bending stresses to be sure it is not overstressed when combined with the axial load.
 

FAQ: Calculating truss shear and bending

1. What is a truss and how does it work?

A truss is a structural element made up of multiple interconnected members, typically made of wood or steel, that work together to support a load. The individual members of a truss are designed to carry tension or compression forces, and when assembled, the truss can support a much larger load than any of its individual members could on their own.

2. How do you calculate the shear and bending forces on a truss?

To calculate the shear and bending forces on a truss, you first need to determine the external forces acting on the truss, such as the weight of the load and any applied forces. Then, you can use the equations of equilibrium and the properties of the truss members (such as their lengths and cross-sectional areas) to determine the internal forces at each member. These internal forces can then be used to calculate the shear and bending forces at any point along the truss.

3. What factors affect the shear and bending forces on a truss?

The shear and bending forces on a truss are affected by several factors, including the magnitude and direction of the external forces, the geometry of the truss (such as the number and arrangement of members), and the properties of the truss members (such as their material and size). Additionally, the type of truss (such as a simple truss or a Warren truss) can also impact the distribution of shear and bending forces.

4. How do you ensure the safety and stability of a truss under shear and bending forces?

To ensure the safety and stability of a truss under shear and bending forces, it is important to properly design and construct the truss using appropriate materials and techniques. This includes selecting members with sufficient strength and stiffness to withstand the expected forces, as well as properly connecting and bracing the members to prevent buckling or failure. Regular inspections and maintenance are also important to identify and address any potential weaknesses or damage.

5. Can computer software be used to calculate truss shear and bending?

Yes, there are many computer programs and software packages available that can assist with calculating truss shear and bending forces. These programs use advanced mathematical models and algorithms to analyze the truss and determine the internal forces at each member. However, it is still important for a scientist or engineer to have a thorough understanding of truss design and analysis principles to properly interpret and use the results from these programs.

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