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Energy Method 6:
Taking into account only the effect of normal stresses, determine the strain energy of the prismatic beam AB for the loading shown (Picture 6).
Energy Method 7:
Using E = 200GPa, determine the strain energy due to bending for the steel beam and loading shown. (Ignore the effect of shearing stresses.) (Picture 7)
Energy Method 8:
Rod AC is made of aluminum and is subjected to a torque T applied at C. Knowing that G = 73GPa and that portion BC of the rod is hollow and has an inner diameter of 16mm, determine the strain energy of the rod for a maximum shearing stress of 120MPa. (Picture 8)
Energy Method 9:
The state of stress shown occurs in a machine component made of a brass for which sy = 160MPa. Using the maximum-distortionenergy criterion, determine the range of values of sz for which yield does not occur (Picture 9) .
Energy Method 10:
Determine the strain energy of the prismatic beam AB, taking into account the effect of both normal and shearing stresses (Picture 10) .
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