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Problem 4-96/4-97/4-98/ Engineering Mechanics Materials.
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Engineering Mechanics problem with solution
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4–96. The 10-mm-diameter shank of the steel bolt has a bronze sleeve bonded to it. The outer diameter of this sleeve is 20 mm. If the yield stress for the steel is ( sY) st = 640 MPa, and for the bronze ( sY) br= 520 MPa, determine the magnitude of the largest elastic load P that can be applied to the assembly. Est= 200 GPa, Ebr = 100 GPa.
4–97. The weight is suspended from steel and aluminum wires, each having the same initial length of 3 m and cross-sectional area of 4 mm 2. If the materials can be assumed
to be elastic perfectly plastic, with (sY )
st = 120 MPa and ( sY )al = 70 MPa, determine the force in each wire if the weight is (a) 600 N and (b) 720 N. Eal = 70 GPa, Est = 200 GPa.
4–98. The bar has a cross-sectional area of 0.5 in2 and is made of a material that has a stress–strain diagram that can be approximated by the two line segments
shown. Determine the elongation of the bar due to the applied loading.
go to playlist to get more specific problems.
4–96. The 10-mm-diameter shank of the steel bolt has a bronze sleeve bonded to it. The outer diameter of this sleeve is 20 mm. If the yield stress for the steel is ( sY) st = 640 MPa, and for the bronze ( sY) br= 520 MPa, determine the magnitude of the largest elastic load P that can be applied to the assembly. Est= 200 GPa, Ebr = 100 GPa.
4–97. The weight is suspended from steel and aluminum wires, each having the same initial length of 3 m and cross-sectional area of 4 mm 2. If the materials can be assumed
to be elastic perfectly plastic, with (sY )
st = 120 MPa and ( sY )al = 70 MPa, determine the force in each wire if the weight is (a) 600 N and (b) 720 N. Eal = 70 GPa, Est = 200 GPa.
4–98. The bar has a cross-sectional area of 0.5 in2 and is made of a material that has a stress–strain diagram that can be approximated by the two line segments
shown. Determine the elongation of the bar due to the applied loading.