A strain gage is installed in the longitudinal direction on the surface of an aluminum beverage can as shown. The radius-to-thickness ratio for the can is 200. When the lid of the can is popped open the strain gage reading changes by & = 0.00019. Determine what the internal pressure in the can had been. E= 10000 ksi, v = 0.33 80. 12 FL 02 (335) Soda Pop 0.02.
A strain gage is installed in the longitudinal direction on the surface of an aluminum beverage can as shown. The radius-to-thickness ratio for the can is 200. When the lid of the can is popped open the strain gage reading changes by & = 0.00019. Determine what the internal pressure in the can had been. E= 10000 ksi, v = 0.33 80. 12 FL 02 (335) Soda Pop 0.02.
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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Question
32.2

Transcribed Image Text:Problem 30.2
A strain gage is installed in the longitudinal direction on the surface of an aluminum beverage can as shown.
The radius-to-thickness ratio for the can is 200. When the lid of the can is popped open the strain gage
reading changes by & = 0.00019. Determine what the internal pressure in the can had been. E= 10000 ksi, v
= 0.33
0.9
12 FL 02 (335)
Soda Pop
0.02.
Reflection
Could you still determine the internal can pressure if the strain gage had been rotated 90 degrees? What, if
anything, would be different?
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