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Question

There is no bending stresses in truss due to:-

The correct answer is
Assumptions made

Truss Bending Stress Basis

Truss members are theoretically designed to experience only axial forces (tension or compression) and not bending stresses. This is a consequence of the fundamental assumptions made during their analysis:

  • Loads Applied at Joints: It is assumed that all external loads acting on the truss are applied exclusively at the joints (or nodes) of the members.
  • Frictionless Pins: Members are assumed to be connected at the joints by frictionless pins, allowing free rotation.

When loads are only at the joints, and members are connected by pins, the members are pulled or pushed along their length, resulting in axial tension or compression. No moments are transferred between members at the joints, and thus, no bending moments develop within the members themselves. Therefore, bending stresses are absent due to these Assumptions made in the ideal truss model.

The options relate to truss behavior:

  • Assumptions made: This is the primary reason, as explained above. Loads at joints and pin connections prevent bending.
  • Design: While design aims to utilize this principle, the absence of bending is due to the idealized assumptions, not the design process itself. Specific design choices might introduce bending if assumptions aren't met.
  • Materials used: Material properties (like elasticity) affect how a member *responds* to stress but do not inherently prevent bending stress from occurring. The *cause* of the absence of bending lies in the structural assumptions.
  • None of these: Incorrect, as the assumptions directly address the absence of bending stress.

Hence, the absence of bending stresses in ideal trusses is directly attributable to the assumptions made regarding load application and joint connections.

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Important Questions from Truss

  1. If a structure has a total of 10 joints, then what should be the minimum no. of joints in which equilibrium equations should be concurrently satisfied for stability?

  2. The truss in known as a Plane truss since all the members lie in:

  3. For analyzing the pin jointed frames by the method of joints, the number of equations of static equilibrium available is:

  4. Among the following, which method is "NOT" used for anlaysing Truss.

  5. Which of the following in not the assumption made in the analysis of trusses?

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