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Q- 1) As shown in the figure, there exists a non – uniform surface current density given as T, -{*alor" sin r) over S' Ampere/meter Ho elsewhere where S: (asrS2a), 0<¢S2n, z'=0 y In vacuum where Jo is a constant. a) Compute the magnetic vector potential A at the origin O. Hint: Ā = Jsr-r ds' |as Figure 1 %3D b) Compute the magnetic flux density vector B at the origin O. Hint: Biot Savart Law

Q- 1) As shown in the figure, there exists a non – uniform surface current density given as T, -{*alor" sin r) over S' Ampere/meter Ho elsewhere where S: (asrS2a), 0<¢S2n, z'=0 y In vacuum where Jo is a constant. a) Compute the magnetic vector potential A at the origin O. Hint: Ā = Jsr-r ds' |as Figure 1 %3D b) Compute the magnetic flux density vector B at the origin O. Hint: Biot Savart Law

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Q- 1) As shown in the figure, there exists a non – uniform surface current density given as T, -{*alor" sin r) over S' Ampere/meter Ho elsewhere where S: (asrS2a), 0<¢S2n, z'=0 y In vacuum where Jo is a constant. a) Compute the magnetic vector potential A at the origin O. Hint: Ā = Jsr-r ds' |as Figure 1 %3D b) Compute the magnetic flux density vector B at the origin O. Hint: Biot Savart Law
Transcribed Image Text:Q- 1) As shown in the figure, there exists a non – uniform surface current density given as T, -{*alor" sin r) over S' Ampere/meter Ho elsewhere where S: (asrS2a), 0<¢S2n, z'=0 y In vacuum where Jo is a constant. a) Compute the magnetic vector potential A at the origin O. Hint: Ā = Jsr-r ds' |as Figure 1 %3D b) Compute the magnetic flux density vector B at the origin O. Hint: Biot Savart Law
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