Conductive Rod in a Magnetic Field I have a question about induction.
Imagine a conductive object being moved in a magnetic field. What forces will it experience and how does the induced current in the object affect the motion, will the induced current lead to a magnetic force itself? If so, in what direction?
This kind of scenario:

Thanks in advance!
 A: Let there be an uniform magnetic field $\mathbf B$ & through it a conductive bar is moving with velocity $\mathbf v.$ Let the observer be viewing the moving bar where the soure of the magnetic field is at rest.
Since, the bar is moving with velocity $\mathbf v,$ the charges in the bar are also moving with velocity $\mathbf v$ along with their random velocity which, in average, is zero .  
Each charge would then get forced by the magnetic field which is expressed by this relation $$\mathbf F = q\;\mathbf v\times \mathbf B\;.$$
These charges would then feel a side force which would make them drift in one direction.
Now, since these charges are moving from one side to the other, the bar is overall getting positively & negatively charged at either ends giving rise to an electric field.
At steady-state, electric field nullifies the Lorentz force, which is given as $$\mathbf E= -\mathbf v\times \mathbf B \;.$$  As the Lorentz force is acting sideways, it wouldn't affect the motion of the bar.
