2) The rectangular loop shown in figure is situated in the xy plane, and all edges of the loop make oscillatory motion with velocity ū = 3cos(1007t)â, m/s under a magnetic flux density given by B(y,t)= 0.5 cos(100t)⸠+0.2e0lyâ_. If R = 50 Ohm, give the current expression in terms of time, I(t) by indicating direction of the current 1= 2 m passing through the resistor. Assume y 2 m /y= 2.5 m that the loop's left and right sides are at yi = 2 m and y2 = 2.5 m at the beginning (t = 0 seconds) as shown in the figure. R. +0.5 m→
2) The rectangular loop shown in figure is situated in the xy plane, and all edges of the loop make oscillatory motion with velocity ū = 3cos(1007t)â, m/s under a magnetic flux density given by B(y,t)= 0.5 cos(100t)⸠+0.2e0lyâ_. If R = 50 Ohm, give the current expression in terms of time, I(t) by indicating direction of the current 1= 2 m passing through the resistor. Assume y 2 m /y= 2.5 m that the loop's left and right sides are at yi = 2 m and y2 = 2.5 m at the beginning (t = 0 seconds) as shown in the figure. R. +0.5 m→
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![2) The rectangular loop shown in figure is situated in the xy plane, and all edges of the loop
make oscillatory motion with velocity ū = 3cos(1007t)â, m/s under a magnetic flux density
given by B(y,t)= 0.5 cos(100t)⸠+0.2e0lyâ_.
If R = 50 Ohm, give the current
expression in terms of time, I(t) by
indicating direction of the current
1= 2 m
passing through the resistor. Assume
y 2 m /y= 2.5 m
that the loop's left and right sides are
at yi = 2 m and y2 = 2.5 m at the
beginning (t = 0 seconds) as shown in
the figure.
R.
+0.5 m→](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa105e65e-1538-4f65-b263-e50ede4f5f93%2F85185bda-4d70-4c87-a1de-365e64074033%2Fv45knb.png&w=3840&q=75)
Transcribed Image Text:2) The rectangular loop shown in figure is situated in the xy plane, and all edges of the loop
make oscillatory motion with velocity ū = 3cos(1007t)â, m/s under a magnetic flux density
given by B(y,t)= 0.5 cos(100t)⸠+0.2e0lyâ_.
If R = 50 Ohm, give the current
expression in terms of time, I(t) by
indicating direction of the current
1= 2 m
passing through the resistor. Assume
y 2 m /y= 2.5 m
that the loop's left and right sides are
at yi = 2 m and y2 = 2.5 m at the
beginning (t = 0 seconds) as shown in
the figure.
R.
+0.5 m→
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