Does Ohm's law hold true for materials with zero resistance?

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Ohm's law states that current is proportional to voltage, but in materials with zero resistance, applying a potential difference theoretically leads to infinite current. Charged particles accelerate in an electric field but typically reach a terminal velocity due to collisions within the conductor. In an ideal scenario with a zero-resistance material and perfect voltage supply, current would approach infinity. However, real-world conditions prevent the existence of such perfect materials. The discussion highlights the theoretical implications of zero resistance while acknowledging practical limitations.
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Hopefully this is a simple question.

When a potential difference is applied, do charged particles begin to accelerate and then reach a terminal speed due to resistance where resistance would have to be proportional to that speed? In other words, if there was this magical material with zero resistance and a magical supplier, would i → ∞ as the equation shows?
 
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The charged particles begin to accelerate when they feel electric field, but reach terminal velocity very soon because of collisions with the ions of the conductor and with each other.

In case of a piece of zero-resistance metal and ideal voltage supply, the current will be infinity. But nothing is perfect :tongue2

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Ok, that is what I figured. Thanks. :)
 
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