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Shear stress in a beam having triangular cross-section is maximum at
- a)extreme top fibre
- b)above the neutral axis
- c)neutral axis
- d)extreme bottom fibre
Correct answer is option 'B'. Can you explain this answer?
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Shear Stress Distribution in a Beam with Triangular Cross-Section
In a beam with a triangular cross-section, the shear stress distribution is not uniform. It varies along the depth of the beam. The shear stress is maximum at a certain location within the cross-section. Let's discuss where the shear stress is maximum in a beam with a triangular cross-section.
Above the Neutral Axis
The shear stress in a beam with a triangular cross-section is maximum above the neutral axis. This is because the shear stress distribution in such beams follows a linear pattern. The shear stress is zero at the neutral axis and increases linearly as we move away from the neutral axis towards the top fiber.
At the top fiber of the beam, the shear stress is at its maximum value. This is due to the fact that the distance from the neutral axis is maximum at the top fiber, resulting in the maximum shear force acting at that location. Therefore, the shear stress is maximum above the neutral axis in a beam with a triangular cross-section.
In conclusion, the shear stress in a beam with a triangular cross-section is maximum above the neutral axis. This is important to consider when analyzing the behavior of such beams under shear forces.
In a beam with a triangular cross-section, the shear stress distribution is not uniform. It varies along the depth of the beam. The shear stress is maximum at a certain location within the cross-section. Let's discuss where the shear stress is maximum in a beam with a triangular cross-section.
Above the Neutral Axis
The shear stress in a beam with a triangular cross-section is maximum above the neutral axis. This is because the shear stress distribution in such beams follows a linear pattern. The shear stress is zero at the neutral axis and increases linearly as we move away from the neutral axis towards the top fiber.
At the top fiber of the beam, the shear stress is at its maximum value. This is due to the fact that the distance from the neutral axis is maximum at the top fiber, resulting in the maximum shear force acting at that location. Therefore, the shear stress is maximum above the neutral axis in a beam with a triangular cross-section.
In conclusion, the shear stress in a beam with a triangular cross-section is maximum above the neutral axis. This is important to consider when analyzing the behavior of such beams under shear forces.
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Shear stress in a beam having triangularcross-section is maximum ata)extreme top fibreb)above the neutral axisc)neutral axisd)extreme bottom fibreCorrect answer is option 'B'. Can you explain this answer?
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