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A circular thin wire loop of radius a=36 cm and total resistance R=0.18 2 is positioned in the (xy)-plane, where it is exposed to the external (applied) uniform magnetic field directed along the z-axis. Over some period of time t, the z-component of that field varies as Bext (t)=B0 - at + pt, where Bo=9.627 T, a=41.859 T/s and =22.749 T/s2. Right at the geometrical center of the loop circle, there is a very accurate magnetometer that can detect the difference between the actually measured and the applied magnetic fields. It will thus measure the induced magnetic field that would be generated by the current induced in the wire loop. Find what would the measurement of the z-component B'rnd, of the induced magnetic field be at time t=1.472 s: Bind G.

A circular thin wire loop of radius a=36 cm and total resistance R=0.18 2 is positioned in the (xy)-plane, where it is exposed to the external (applied) uniform magnetic field directed along the z-axis. Over some period of time t, the z-component of that field varies as Bext (t)=B0 - at + pt, where Bo=9.627 T, a=41.859 T/s and =22.749 T/s2. Right at the geometrical center of the loop circle, there is a very accurate magnetometer that can detect the difference between the actually measured and the applied magnetic fields. It will thus measure the induced magnetic field that would be generated by the current induced in the wire loop. Find what would the measurement of the z-component B'rnd, of the induced magnetic field be at time t=1.472 s: Bind G.

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A circular thin wire loop of radius a=36 cm and total resistance R=0.18 2 is positioned in the (xy)-plane, where it is exposed to the external (applied) uniform magnetic field directed along the z-axis. Over some period of time t, the z-component of that field varies as Bext (t)=B, - at + ßt?, where Bo=9.627 T, a=41.859 T/s and B=22.749 T/s2. Right at the geometrical center of the loop circle, there is a very accurate magnetometer that can detect the difference between the actually measured and the applied magnetic fields. It will thus measure the induced magnetic field that would be generated by the current induced in the wire loop. Find what would the measurement of the z-component B'rnd, of the induced magnetic field be at time t=1.472 s: Bind= | G.
Transcribed Image Text:A circular thin wire loop of radius a=36 cm and total resistance R=0.18 2 is positioned in the (xy)-plane, where it is exposed to the external (applied) uniform magnetic field directed along the z-axis. Over some period of time t, the z-component of that field varies as Bext (t)=B, - at + ßt?, where Bo=9.627 T, a=41.859 T/s and B=22.749 T/s2. Right at the geometrical center of the loop circle, there is a very accurate magnetometer that can detect the difference between the actually measured and the applied magnetic fields. It will thus measure the induced magnetic field that would be generated by the current induced in the wire loop. Find what would the measurement of the z-component B'rnd, of the induced magnetic field be at time t=1.472 s: Bind= | G.
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