The 30 foot long cantilevered beam is depicted in the illustration. 6 inches thick and 2 feet deep. It is constructed of steel with a 15.2 slug/ft bulk density. At a 30 degree inclination to the vertical in the x-y plane, it can hold a 1000 lbf load. Between 250 °F at the support to 70 °F at its free end, the temperature of the beam changes linearly. Calculate its weight and mass, and convert the measurements to SI units.
The 30 foot long cantilevered beam is depicted in the illustration. 6 inches thick and 2 feet deep. It is constructed of steel with a 15.2 slug/ft bulk density. At a 30 degree inclination to the vertical in the x-y plane, it can hold a 1000 lbf load. Between 250 °F at the support to 70 °F at its free end, the temperature of the beam changes linearly. Calculate its weight and mass, and convert the measurements to SI units.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Civil engineering question (Strength of material) - The 30 foot long cantilevered beam is depicted in the illustration. 6 inches thick and 2 feet deep. It is constructed of steel with a 15.2 slug/ft bulk density. At a 30 degree inclination to the vertical in the x-y plane, it can hold a 1000 lbf load. Between 250 °F at the support to 70 °F at its free end, the temperature of the beam changes linearly. Calculate its weight and mass, and convert the measurements to SI units.
Transcribed Image Text:Support
X
P = 1000 lbf
30 ft-
30%
T
2 ft
6 in.
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