A steel cylinder is enclosed in a bronze sleeve; both simultaneously support a vertical compressive load of 180 kN which is applied to the assembly through a horizontal bearing plate. The length of the cylinders and sleeves are equal. For the steel cylinder, A= 8000 mm2, E= 200 GPa, and α= 11.7 μm/(m°C). For the bronze sleeve, A= 16 x 103 mm2, E= 83 GPa, and α= 19.0 μm/(m°C). Compute the temperature change that will cause a zero load in the steel.
A steel cylinder is enclosed in a bronze sleeve; both simultaneously support a vertical compressive load of 180 kN which is applied to the assembly through a horizontal bearing plate. The length of the cylinders and sleeves are equal. For the steel cylinder, A= 8000 mm2, E= 200 GPa, and α= 11.7 μm/(m°C). For the bronze sleeve, A= 16 x 103 mm2, E= 83 GPa, and α= 19.0 μm/(m°C). Compute the temperature change that will cause a zero load in the steel.
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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A steel cylinder is enclosed in a bronze sleeve; both simultaneously support a vertical compressive load of 180 kN which is applied to the assembly through a horizontal bearing plate. The length of the cylinders and sleeves are equal. For the steel cylinder, A= 8000 mm2, E= 200 GPa, and α= 11.7 μm/(m°C). For the bronze sleeve, A= 16 x 103 mm2, E= 83 GPa, and α= 19.0 μm/(m°C). Compute the temperature change that will cause a zero load in the steel.
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