PROBLEM 2. A bracket is loaded as shown in the figure. In order to determine the location and weight of a particular hanging load P, a strain rosette is attached to the top of the bracket near the wall (assume strain gages are at the wall). The rosette has three gauges, each are 120° apart as shown in the diagram. The bracket material is steel, E = 210 GPa and v = 0.3. When the weight, P, is placed at a distance, s, on the rectangular bracket arm, the three gauges measure the following strains, e,-224.8 microstrain, e,- 118.3 microstrain, e=132.9 microstrain. From these three strains, determine the load, P, and the distance, 20 mm 12 mm 150 mm 120 120

Mechanics of Materials (MindTap Course List)
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ISBN:9781337093347
Author:Barry J. Goodno, James M. Gere
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Chapter2: Axially Loaded Members
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Problem 2.2.6P: By what distance h does the cage shown in the figure move downward when the weight W is placed...
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PROBLEM 2. A bracket is loaded as shown in the figure. In order to determine the location and weight of
a particular hanging load P, a strain rosette is attached to the top of the bracket near the wall (assume
strain gages are at the wall). The rosette has three gauges, each are 120° apart as shown in the diagram.
The bracket material is steel, E = 210 GPa and v = 0.3. When the weight, P, is placed at a distance, s, on
the rectangular bracket arm, the three gauges measure the following strains, e,=224.8 microstrain, ɛ,=-
118.3 microstrain, e=132.9 microstrain. From these three strains, determine the load, P, and the distance,
S.
20 mm 12 mm
150 mm-
120
120°
120
Transcribed Image Text:PROBLEM 2. A bracket is loaded as shown in the figure. In order to determine the location and weight of a particular hanging load P, a strain rosette is attached to the top of the bracket near the wall (assume strain gages are at the wall). The rosette has three gauges, each are 120° apart as shown in the diagram. The bracket material is steel, E = 210 GPa and v = 0.3. When the weight, P, is placed at a distance, s, on the rectangular bracket arm, the three gauges measure the following strains, e,=224.8 microstrain, ɛ,=- 118.3 microstrain, e=132.9 microstrain. From these three strains, determine the load, P, and the distance, S. 20 mm 12 mm 150 mm- 120 120° 120
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