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The cross-section of a beam is as shown in figure its axis is equal to 3 into 10 raise to power 6 mm power for it is subjected to a load as shown in figure the maximum tensile stress in the beam would be?
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The cross-section of a beam is as shown in figure its axis is equal to...


Maximum Tensile Stress in the Beam

Given data: Axis = 3 x 106 mm2

Calculating Maximum Tensile Stress

  • Calculate the area of the cross-section of the beam.
  • Identify the location of the load on the beam.
  • Calculate the bending moment at the point of maximum stress.
  • Use the formula for bending stress: Stress = (M * y) / I
  • Where M is the bending moment, y is the distance from the neutral axis to the point of interest, and I is the moment of inertia of the cross-section.
  • Substitute the values and calculate the maximum tensile stress.


Explanation

  • The maximum tensile stress in the beam occurs at the point farthest from the neutral axis due to bending.
  • By calculating the bending moment and using the formula for bending stress, we can determine the maximum tensile stress in the beam.
  • It is important to understand the distribution of stress in beams to ensure the structural integrity and safety of the beam under loading conditions.



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The cross-section of a beam is as shown in figure its axis is equal to 3 into 10 raise to power 6 mm power for it is subjected to a load as shown in figure the maximum tensile stress in the beam would be?
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