How can voltage drop be zero if E-field isn't?

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In an ideal conductor, the voltage drop is zero despite the presence of an electric field, as the electric field only vanishes in static conditions. In dynamic circuits, the electric field drives the current, which is nonzero. Superconductors exemplify this concept, allowing for perpetual current flow without voltage drop due to the absence of friction. This phenomenon illustrates that while the electric field exists, it does not result in a voltage drop in ideal conductive materials. Understanding this relationship is crucial for grasping the behavior of currents in superconductors.
greypilgrim
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Hi.
I learned that in an ideal conductor in a circuit, the voltage drop is zero. But how does this agree with the basic definition of voltage
$$U_{AB}=\int_A^B \vec{E}\cdot d\vec{s}\enspace ?$$
The electric field inside a conductor only vanishes in static conditions, but in an electric circuit, it makes up the driving force of the current and is obviously nonzero.
 
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