Tension and compression in axially loaded members

In summary, the question discusses a tensile force of 80kN acting upon a thin rod, resulting in an equal but opposite force on the other side. The question also addresses the presence of compressive forces on the tube, which are necessary for the rod to remain in equilibrium when the tensile force is applied. However, this aspect was not explicitly mentioned in the question.
  • #1
influx
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The question tells us that a tensile force of 80kN acts upon the thin rod and hence we know there will be an equal but opposite force on the other side. However, I don't understand why there are compressive forces on the tube? We aren't told about this in the question.

Thanks
 
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influx said:
View attachment 81258View attachment 81259

The question tells us that a tensile force of 80kN acts upon the thin rod and hence we know there will be an equal but opposite force on the other side. However, I don't understand why there are compressive forces on the tube? We aren't told about this in the question.

Thanks
When you pull on the rod at point C, the tensile force is transmitted back to the plate and nut at point B. You cannot have a tension in the tube with this arrangement of parts.

Remember, the tube supplies a reaction to the rod so that it remains in equilibrium when the tensile force is applied.

You weren't told this in the question because it should be rather obvious. :wink:
 

What is the difference between tension and compression?

Tension is a force that pulls or stretches a material, while compression is a force that pushes or squeezes a material. In other words, tension elongates a material, while compression shortens it.

How do you calculate the stress in an axially loaded member?

The stress in an axially loaded member can be calculated by dividing the applied force by the cross-sectional area of the member. This is known as the tensile or compressive stress, depending on the direction of the force.

What factors can affect the strength of an axially loaded member?

The strength of an axially loaded member can be affected by various factors such as the material properties, cross-sectional area, length of the member, and the magnitude and direction of the applied force. Other factors include temperature, corrosion, and imperfections in the material.

How does the type of material affect the behavior of an axially loaded member?

The type of material can greatly affect the behavior of an axially loaded member. Some materials, such as steel, have high strength and stiffness, making them able to withstand large tensile or compressive forces. Other materials, like rubber, are more flexible and will deform under smaller loads. The type of material also determines its fracture behavior, which is important in predicting failure.

What is the difference between axial stress and bending stress?

Axial stress is the stress caused by an axial force applied along the length of a member, while bending stress is caused by a combination of axial force and a moment applied to the member. Axial stress is uniform along the length of the member, while bending stress varies along the length, with the highest stress occurring at the point of maximum bending.

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