A circular bar supports an axial force of 39 KN. If the compressive stress in the bar is not to exceed
80 MN/m2, determine the diameter of the bar. ​

Answers

Answer 1

The diameter of the bar is 55.85 KN

What does "bar diameter" mean?

A circular bar supports an axial force of 39 KN. If the compressive stress in the bar is not to exceed 80 MN/m2,

If you want to get the nominal diameter in inches, multiply the bar size by 80/39. For instance, the diameter of #8 rebar is 80/39 inches (or 1 inch). The weight, nominal area, and nominal diameter are common metrics.

The formula below may be used to determine the minimal diameter of round bar given the width and height of flat bar. Square Bar Minimum Diameter = Square Root of Flat Bar's Width and Height in Inches.

[tex]\sqrt{}[/tex]80 * 39 = 55.85

The diameter of the bar is 55.85 KN

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