For the linear thermal expansion experiment, the graph shows the measured variation of final length Lf versus increase in temperature AT upon heating a rod of initial length L, If Lf varies with AT accorda 4-a l,AT+L, 500.3 500.25 500.2 500.15 500.1 500.05 500 499.95 10 15 20 ΔΤ ( C) Use the graph and the equation to determine 1. the coefficient of linear expansion (a) for the rod • 105 c1 2. the initial length Lo of the rod v mm (ww)7

Elements Of Electromagnetics
7th Edition
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Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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For the linear thermal expansion experiment, the graph shows the measured variation of final length Lf versus increase in temperature AT upon heating a rod of initial length L, If Lf varies with AT according t
4-a L, AT+L,
500.3
500.25
500.2
500.15
500.1
500.05
500
499.95
10
15
20
AT (C)
Use the graph and the equation to determine
1. the coefficient of linear expansion (a) for the rod
v 10-5 cl
2. the initial length Lo of the rod
v mm
(ww)7
Transcribed Image Text:For the linear thermal expansion experiment, the graph shows the measured variation of final length Lf versus increase in temperature AT upon heating a rod of initial length L, If Lf varies with AT according t 4-a L, AT+L, 500.3 500.25 500.2 500.15 500.1 500.05 500 499.95 10 15 20 AT (C) Use the graph and the equation to determine 1. the coefficient of linear expansion (a) for the rod v 10-5 cl 2. the initial length Lo of the rod v mm (ww)7
A string is stretched horizontally, and one end is connected to the tip of a mechanical oscillator. The other end extends over a pulley and supports a total hanging mass of M. The string is L = 0.6
meters long, from the point of attachment to the oscillator to the point of contact with the pulley.
a Calculate the tension required for the case shown. Where T =JuAf
/2
f= 50 Hz
u = 3*10-4 kg/m
Transcribed Image Text:A string is stretched horizontally, and one end is connected to the tip of a mechanical oscillator. The other end extends over a pulley and supports a total hanging mass of M. The string is L = 0.6 meters long, from the point of attachment to the oscillator to the point of contact with the pulley. a Calculate the tension required for the case shown. Where T =JuAf /2 f= 50 Hz u = 3*10-4 kg/m
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