Magnetism to voltage conversion

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Point charges in motion generate a magnetic field, and the discussion centers on how an uncharged capacitor can slow these charges to zero velocity. The conversation raises questions about the role of elastic and inelastic collisions in this process, suggesting that kinetic energy may convert to thermal energy during interactions. Current theory posits that electrons move through atoms in a quantized manner, which complicates the understanding of charge behavior in a capacitor. The dynamics of an LC oscillator illustrate energy conversion between magnetic and voltage energy, prompting inquiries about the transition of moving charges to stationary states. Overall, the discussion highlights the complexities of charge behavior in electromagnetic systems.
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Point charges w/velocity have a magnetic field. How does an uncharged capacitor slow the point charges to zero velocity?

Shouldn't elastic collisions with other point charges or atoms predominate, followed by inelastic collisions that convert point charge kinetic energy to thermal energy?
 
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Hint: Current theory is that electrons cascade through atoms by quantized electron movement.
 
pzlded said:
Point charges w/velocity have a magnetic field. How does an uncharged capacitor slow the point charges to zero velocity?

What charges? The capacitor is uncharged.

I am having trouble following or understanding your question.
 
In an LC oscillator, energy converts back and forth between magnetic energy and voltage's energy. When magnetic energy is max, exactly how does the capacitor begin converting the moving point charges into stationary point charges?
 

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