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Initial temperature, T1=27oC
Length of the brass wire at T1,l=1.8m
Final temperature, T2=39C
Diameter of the wire, d=2.0mm=2×10−3m
Tension developed in the wire =F
Coefficient of linear expansion of brass, =2.0×10−5K−1
Youngs modulus of brass, Y=0.91×1011 Pa
Youngs modulus is given by the relation:
Y= Stress / Strain
Y=ΔL/LF/A
ΔL=F×L/(A×Y) ......(i)
Where,
F= Tension developed in the wire
A= Area of cross-section of the wire.
ΔL= Change in the length, given by the relation:
ΔL= αL(T2 -T1) .....(ii)
Equating equations (i) and (ii), we get:
αL(T2−T1)=π(d/2)2YFL
F=α(T2−T1)Yπ(d/2)2
F=2×10−5×(−39−27)×3.14×0.91×1011×(
Explanation:
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