The equivalent axial tensile load Pe, which produces an average axial tensile stress in the section equivalent to the combined stress due to axial tension P and bending M, at the extreme fibre of the section, is given by (where Z is the section modulus of the section).-A-B-C-<img src= /_files/images/civil engineering/steel structure design/102 14 117 3.png >D-<img src= /_files/images/civil engineering/steel structure design/102 14 117 4.png >-A-

Question

The equivalent axial tensile load Pe, which produces an average axial tensile stress in the section equivalent to the combined stress due to axial tension P and bending M, at the extreme fibre of the section, is given by (where Z is the section modulus of the section).-A-B-C-&lt;img src= /_files/images/civil engineering/steel structure design/102 14 117 3.png &gt;D-&lt;img src= /_files/images/civil engineering/steel structure design/102 14 117 4.png &gt;-A-

APTITUDE CRACK · Accepted Answer

A  Given Answer is right. The first component is due to the direct load. The second one is due to bending compression.

Steel Structure Design - Engineering

The equivalent axial tensile load P_e, which produces an average axial tensile stress in the section equivalent to the combined stress due to axial tension P and bending M, at the extreme fibre of the section, is given by (where Z is the section modulus of the section).

For help Students Orientation
Mcqs Questions

Quick Links

Newsletter

Steel Structure Design - Engineering

The equivalent axial tensile load Pe, which produces an average axial tensile stress in the section equivalent to the combined stress due to axial tension P and bending M, at the extreme fibre of the section, is given by (where Z is the section modulus of the section).

Solution

For help Students Orientation Mcqs Questions

The equivalent axial tensile load P_e, which produces an average axial tensile stress in the section equivalent to the combined stress due to axial tension P and bending M, at the extreme fibre of the section, is given by (where Z is the section modulus of the section).

For help Students Orientation
Mcqs Questions