Where does the force come from?

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A circular non-conducting ring in a uniform magnetic field experiences a change in magnetic flux due to a varying magnetic field (dB/dt), which induces an electromotive force (EMF) according to Faraday's law. This induced EMF generates an electric field that can cause a current to flow in the ring, opposing the change in the magnetic field as per Lenz's law. The discussion raises a critical question about the source of the force required to move the ring, noting that a static magnetic field cannot exert a force on a stationary charge. It emphasizes that both electric and magnetic fields are present in this scenario, contradicting the notion that only a magnetic field exists. The interaction of these fields is essential for understanding the dynamics of the system.
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We have a circular non conducting ring placed in a uniform magnetic field with its direction perpendicular to the plane of the ring. There is a charge present on the ring. The field changes with a rate dB/dt. By lenz law we know that the ring will start rotating to form a current that will oppose change in B.

But if we apply basic rules of physics - Where does this force required to move the ring come from?:eek: there is only magnetic field which cannot affect a rest charge.
 
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ashishsinghal said:
The field changes with a rate dB/dt. ... there is only magnetic field which cannot affect a rest charge.
By Faradays law, if you have a changing B field this will induce an E field. So it is not correct that there is only a B field, there is both E and B.
 
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