Figure 2 is a uniform metal bar with square outer and circular inner hollow section. It has dimension of length, L = 110 cm, Y, = 7 cm, Y2 = 6 cm, and circular radius, r= 2 cm. A 5 V potential difference is maintained across the bar, producing a current parallel to the axis. Given the conductivity of the metal bar is 1.283 x 10' (Am)". Figure 2 Find out the total resistance (R) of the bar, amount of current (/) flow through the bar, and the maximum power (P) dissipated from the bar. a) Is there any changes on the value of total resistivity ( Ams) for the metallic bar if the circular radius of inner hollow is reduced? Why? b)

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APPENDIX
Parameter
Equation
Electrical Conductivity
Resistance
R =
A I
Electrical Field
Power Dissipation
P = VI = l²R
Сараcitance
Permittivity
E = E,E,
Permittivity of Vacuum
E, = 8.85 x 10-1 F /m
Electrical Field
E =
Polarization
P = E,E(ɛ, – 1)
NI
H =
Magnetic Field Strength
Magnetic Flux Density
Magnetic Permeability
Permeability of Vacuum
Magnetic Susceptibility
Magnetization
= 4,4.
H. = 4. x 10H / m
X- = 4, -1
M = X „H
Transcribed Image Text:APPENDIX Parameter Equation Electrical Conductivity Resistance R = A I Electrical Field Power Dissipation P = VI = l²R Сараcitance Permittivity E = E,E, Permittivity of Vacuum E, = 8.85 x 10-1 F /m Electrical Field E = Polarization P = E,E(ɛ, – 1) NI H = Magnetic Field Strength Magnetic Flux Density Magnetic Permeability Permeability of Vacuum Magnetic Susceptibility Magnetization = 4,4. H. = 4. x 10H / m X- = 4, -1 M = X „H
Figure 2 is a uniform metal bar with square outer and circular inner hollow section. It has
dimension of length, L = 110 cm, Y, = 7 cm, Y: = 6 cm, and circular radius, r = 2 cm. A 5 V
potential difference is maintained across the bar, producing a current parallel to the axis. Given the
conductivity of the metal bar is 1.283 x 10' (Qm)".
Curreat, I
Figure 2
Find out the total resistance (R) of the bar, amount of current (/) flow through the bar, and
the maximum power (P) dissipated from the bar.
Is there any changes on the value of total resistivity ( Amui) for the metallic bar if the circular
radius of inner hollow is reduced? Why?
b)
Transcribed Image Text:Figure 2 is a uniform metal bar with square outer and circular inner hollow section. It has dimension of length, L = 110 cm, Y, = 7 cm, Y: = 6 cm, and circular radius, r = 2 cm. A 5 V potential difference is maintained across the bar, producing a current parallel to the axis. Given the conductivity of the metal bar is 1.283 x 10' (Qm)". Curreat, I Figure 2 Find out the total resistance (R) of the bar, amount of current (/) flow through the bar, and the maximum power (P) dissipated from the bar. Is there any changes on the value of total resistivity ( Amui) for the metallic bar if the circular radius of inner hollow is reduced? Why? b)
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