Question 3 A steel rod 20 mm in diameter passes centrally through a steel tube of 25 mm internal diameter and 30 mm external diameter. The tube is 800 mm long and is closed by rigid washers of negligible thickness which are fastened by nuts threaded on the rod. The nuts are tightened until the compressive load on the tube is 20 kN. Calculate the stresses in the tube and the rod. Find the increase in these stresses when one nut is tightened by one-quarter of a turn relative to the other. There are 4 threads per 10 mm. Take E = 2 x 10$ N/mm?.

Mechanics of Materials (MindTap Course List)
9th Edition
ISBN:9781337093347
Author:Barry J. Goodno, James M. Gere
Publisher:Barry J. Goodno, James M. Gere
Chapter8: Applications Of Plane Stress (pressure Vessels, Beams, And Combined Loadings)
Section: Chapter Questions
Problem 8.5.16P: A sign is supported by a pipe (see figure) having an outer diameter 110 mm and inner diameter 90 mm....
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Question 3
A steel rod 20 mm in diameter passes centrally through a steel tube of 25 mm internal diameter
and 30 mm external diameter. The tube is 800 mm long and is closed by rigid washers of negligible
thickness which are fastened by nuts threaded on the rod. The nuts are tightened until the
compressive load on the tube is 20 kN. Calculate the stresses in the tube and the rod.
Find the increase in these stresses when one nut is tightened by one-quarter of a turn relative to the
other. There are 4 threads per 10 mm. Take E = 2 x 10$ N/mm².
Transcribed Image Text:Question 3 A steel rod 20 mm in diameter passes centrally through a steel tube of 25 mm internal diameter and 30 mm external diameter. The tube is 800 mm long and is closed by rigid washers of negligible thickness which are fastened by nuts threaded on the rod. The nuts are tightened until the compressive load on the tube is 20 kN. Calculate the stresses in the tube and the rod. Find the increase in these stresses when one nut is tightened by one-quarter of a turn relative to the other. There are 4 threads per 10 mm. Take E = 2 x 10$ N/mm².
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