Physics: electromagnetism

2013-11-03 5:40 pm

圖片參考:http://imgcld.yimg.com/8/n/HA00647229/o/20131103090847.jpg


When direction of B field is reversed:
using left hand rule, it gives a magnetic force pointing to the right, why won't the metal rod accelerate to the right?





圖片參考:http://imgcld.yimg.com/8/n/HA00647229/o/20131103091244.jpg

As shown in the diagram, if ABCD is accelerating to the right, will there be induced current? If ABCD is moving with uniform velocity, will there be induced current?




圖片參考:http://imgcld.yimg.com/8/n/HA00647229/o/20131103092359.jpg

Why not R but Q?




圖片參考:http://imgcld.yimg.com/8/n/HA00647229/o/20131103092806.jpg

How to find resultant magnetic force? Since the induced current is clockwise, by left hand rule, which direction should the current be?

回答 (1)

2013-11-03 7:19 pm
✔ 最佳答案
1. When the direction of B is reversed, the direction of induced current in the moving rod is also reversed. This gives a magnetic force acting towards the left.

2. There won't be any induced current irrespective the coil is moving under acceleration or at constant speed. But there is induced emf on the coil, with side BC at higher potential than side AD.

3. Currents in X and Y are in the same direction, there is an attractive force produced between them. Such attractive force is thus from X to Y.

Currents in X and Z are in opposite dirctions, repulsive force is produced. The force on X is thus away from Z.

Hence, the resultant force is the vector sum of the forces from X to Y and away from Z, which gives a force in the direction shown by the arrow Q.

4. The induced current flows in the clockwise direction along the coil. As such, the current on the left hand side of the coil, which is in the magnetic field and flows upward, produces a magnetic force that acts towards the left.

The result is obvious by Lenz's Law. As the "change" that produces the induced current is the "motion towards the right", the induced current must a magnetic force to oppose the "change", i.e. a force towards the left.

The answer is option C.


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