A hollow cylindrical steel shaft is 1.5 meter long and has inner and outer diameters respectively equal to 40 and 60 millimeters. a) What is the largest torque which may be applied to the shaft if the allowable shear stress is 120 MPa? b) What is the corresponding minimum value of the shear stress in the shaft? G=80,000 MPa. 40 mm 1.5 m. 60 mm

A hollow cylindrical steel shaft is 1.5 meter long and has inner and outer diameters respectively equal to 40 and 60 millimeters. a) What is the largest torque which may be applied to the shaft if the allowable shear stress is 120 MPa? b) What is the corresponding minimum value of the shear stress in the shaft? G=80,000 MPa. 40 mm 1.5 m. 60 mm

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

See similar textbooks

Similar questions

Help please!
A solid 0.86in diameter shaft is subjected to the torques shown. The bearings shown allow the shaft to turn freely. Determine the maximum shear stress magnitude in the shaft?
Q3: Three segments of elliptical solid steel section, circular solid aluminum section and circular solid bronze section were assembled to form the shaft shown in Figure (3). Determine the generated stress in each material when the support at D is able to rotate until 0.035 radian based on the two torques T1 and T2 of 450 N.m and 750 N.m, respectively. 94= 834 v5? AL:28 1 Steel Ahminum Bronze T2 D= 70 mm D= 100 mm 1.5 m 1.5m 2.0 m 25 mm Figure (3) 145 mm
Tb = 80.51
Calculate the value of Q and t that are used in the shear formula for finding the shear stress at A. 0.3 m 0.3 m 0.2 m 0.2 m 0.4 m 0.km 0.2 m
Calculate the safe shear stress value of the shaft, given that the smallest allowable diameter d of the shaft subjected to forces P and Q is given as 60 mm in the figure?
The stresses shown in the figure act at a point on the free surface of a machine component. If o = 22.4 ksi in the direction shown, determine the shear stress Txy at the point. Txy O 14.48 ksi 11.51 ksi O 13.53 ksi O 10.63 ksi O 8.84 ksi 5.0 ksi 24° 2.8 ksi
Question: In the system shown in the figure, calculate the stress values at points A, B and C under the given loading effect. Choose one of these three points and find the principal stresses and the maximum shear stress that will occur at that point using Mohr's Circle. 100kN 200 mm 500 KN 200 mm - 75 mm 50 rom
40 cm I 30 cm 50 cm 3. Using the shape shown in the figure, for a design moment of 7500 N.m, what are the maximum stress values at the bottom flange and the top flange? The thickness of each plate composing this shape is 3 cm
A high-strength steel [E = 188 GPa] tube having an outside diameter of 67 mm and a wall thickness of 4.1 mm is bent into a circular curve having a 42-m radius of curvature. Determine the maximum magnitude of the bending stress max developed in the tube. Answer: Omax = i MPa.
2. A solid shaft of 150 mm radius is used to transmit torque. Find the maximum torque transmitted by the solid shaft if the maximum shear stress induced to the shaft is 45 MPa.
The tubular shaft shown in the figure has an external diameter of D = 5.5 in. and an internal diameter of d = 2.75 in. and is subjected to a torque of T= 6825 lb-in. [theta = 31 deg] What is the shear stress at A?in psi What is the shear stress at B?in psi What is the shear stress at C? What is the shear stress at D?in psi What is the shear stress at E?in psi