Strain Energy in a Body of Varying Cross Section
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Q. Consider the stepped bar made with a linear elastic material and subjected to an axial load of 1 kN as shown in figure
Segments 1 and 2 have cross sectional area of 100 mm2 and 60 mm2, Young's modulus of 2×105 MPa and 3×105MPa and length of 400 mm and 900 mm respectively. The strain energy in N−mm up to 2 decimal place in the bar due to the axial load is
Segments 1 and 2 have cross sectional area of 100 mm2 and 60 mm2, Young's modulus of 2×105 MPa and 3×105MPa and length of 400 mm and 900 mm respectively. The strain energy in N−mm up to 2 decimal place in the bar due to the axial load is
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Q. A 2 m long axially loaded mild steel rod of 8 mm diameter exhibits the load-displacement (P−δ) behaviour as shown in the figure.
Assume the yield stress of steel as 250 MPa. The complementary strain energy (in N-mm) stored in the bar up to its linear elastic behaviour will be
Assume the yield stress of steel as 250 MPa. The complementary strain energy (in N-mm) stored in the bar up to its linear elastic behaviour will be
- 15707.96
Q. Two threaded bolts A and B of same material and length are subjected to identical tensile load. If the elastic energy stored in bolt A is 4 times that of the bolt B and the mean diameter of bolt A is 12 mm, the mean diameter of bolt B in mm is
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Q. A rigid beam CBDA is hinged at A and supported by two springs at C and B with a vertical load 'P' at point D as shown in the given figure. The ratio of stiffness (k2/k1) of springs at B and C is 2. The ratio of forces in spring at C to that at B is
- 3/4
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- 4/3
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