Question
Download Solution PDFA cross-section of a slit circular tube of constant thickness is shown in the figure below. Calculate the distance 'e' from the center of the circle (C) to the shear center (S), if the radius r = 20 cm.
Answer (Detailed Solution Below)
Detailed Solution
Download Solution PDFExplanation:
Given data:
r = 20 cm
e = distance between the center of the circle (C) to the shear center (S)
Now Shear center of the circular tube is given by the following formula:
e = 2r
e = 2 x 20
e = 40 cm
Additional InformationShear center
- The shear center is a point in the cross-section through which no twisting is produced.
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