1) How much stress will be generated in the 13mm diameter aluminum rod below with an increase in temperature of 30 degress C? - Look up the coefficient of thermal expansion and elastic modulus for aluminum (Sl units) in the book. - Calculate the temperature increase it would take for the aluminum rod to expand an contact the wall. - Subtract that number from the temperature change given to see how much of our temperature change will be after this contact and generate stress. - Calculate the stress generated in that rod due to that excess temperature increase. - Compare your answer: 13.89 MPa 0.5 mm- L = 1 m

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
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answer is not correct, it should be 13.89 MPa

1) How much stress will be generated in the 13mm diameter aluminum rod below with an increase in
temperature of 30 degress C?
- Look up the coefficient of thermal expansion and elastic modulus for aluminum (SI units) in the book.
- Calculate the temperature increase it would take for the aluminum rod to expand an contact the wall.
- Subtract that number from the temperature change given to see how much of our temperature change
will be after this contact and generate stress.
- Calculate the stress generated in that rod due to that excess temperature increase.
- Compare your answer: 13.89 MPa
0.5 mm
-
L = 1 m
Transcribed Image Text:1) How much stress will be generated in the 13mm diameter aluminum rod below with an increase in temperature of 30 degress C? - Look up the coefficient of thermal expansion and elastic modulus for aluminum (SI units) in the book. - Calculate the temperature increase it would take for the aluminum rod to expand an contact the wall. - Subtract that number from the temperature change given to see how much of our temperature change will be after this contact and generate stress. - Calculate the stress generated in that rod due to that excess temperature increase. - Compare your answer: 13.89 MPa 0.5 mm - L = 1 m
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