The stress state at a point within a structure is as shown


Question 1. A circular rod of length 15 inches and diameter 0.5 inches is subjected to a tension of 5600lb if the rod is made of steel E=29000ksi G=11000KSI.

What is the new cross sectional area?

Question 2.The stress state at a point within a structure is as shown below . All stresses are in MPA . What is the normal stress on the plane to the horizontal. What is the direction of the maximum shear stress with respect to the x-axis and what is the maximum shear stress?

Question 3.This section is subjected to a positive bending moment M=40Nm. What is the centroid, moment of inertia and maximum shear stress for this object?

Question 4. A steel (E= 200 GPa, a=10x10-6/0C) rod of diameter 2 cm is welded to a brass (E= 150 GPa, a=5x10-6/0C) rod of dimmer 1 cm as shown. The assembly is confined by two fixed supports as shown. The temperature is raised by 100 °C

2140_steel.png

Question 5: Draw a free body diagram for the picture below, and find the maximum bending stress and maximum shear stress?

952_body diagram.png

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Mechanical Engineering: The stress state at a point within a structure is as shown
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Anonymous user

5/30/2016 2:35:36 AM

For the mechanical engineering problem illustrated below, use the appropriate principles and formulas in order to get the accurate solutions for each. Q1. A circular rod of length 15 inches and diameter 0.5 inches is subjected to the tension of 5600lb if the rod is made up of steel E = 29000ksi G = 11000KSI. Find the new cross sectional area? Q2. The stress state at a point in a structure is as illustrated below. All the stresses are in MPA. Determine the normal stress on the plane to the horizontal. Illustrate the direction of the maximum shear stress by respect to the x-axis and determine the maximum shear stress? Q3. This part is subjected to a positive bending moment M = 40Nm. Determine the centroid, moment of inertia and maximum shear stress for the object? Q4. Sketch a free body diagram for the picture below and find out the maximum bending stress and maximum shear stress?