How Can an Electric Field Exist in a Conductor with Current Flow?

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SUMMARY

An electric field can exist in a conductor with current flow, despite the common belief that it is nullified due to polarization. In a circuit, the electric field facilitates the drift velocity of electrons, enabling charge flow. While the idealized model of conductors suggests that electric fields cancel out, at the electron level, various electric fields influence electron movement. Notably, when current accelerates rapidly, a slight net electric field arises due to the relationship F=mA, although this effect is generally too small to measure.

PREREQUISITES
  • Understanding of electric fields and their behavior in conductors
  • Knowledge of drift velocity and its relation to electron collisions
  • Familiarity with the concepts of electrostatics versus current electricity
  • Basic principles of inductance and its effects on electric fields
NEXT STEPS
  • Research the role of electric fields in conductive materials
  • Study the relationship between drift velocity and electron dynamics
  • Explore the effects of inductance on current flow in circuits
  • Investigate the differences between electrostatic and dynamic electric fields
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Students and professionals in electrical engineering, physicists studying electromagnetism, and anyone interested in the behavior of electric fields in conductive materials.

sumit6may
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electric field does not exist in conductors because it gets nullified due to polarization of conductor,but in current electricity the electric field is established in a circuit(conductor) which gives drift velocity to electrons for charge flow.how can electric field exist in a circuit?

please help.
 
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The statement about conductors assumes an idealized continuum conductor. When you resolve at the electron level you get all sorts of E fields moving the electrons around but they in the aggregate will cancel.

Remember the drift velocity has to do with the collisions between electrons. Since they on the average do not accelerate the E fields pushing them in one direction are countered by the repulsions of nearby electrons (and attraction of vacated nuclei).

But that brings up one exception to the rule. If the current is accelerating quickly then there is a slight net E field due to the F=mA for the electrons. Generally this is too small to measure. Trying to accelerate a current gets you a back reacting E field due to inductance. Indeed one can always claim that the mass of the electron comes from a "vacuum inductance" i.e. from the energy of the surrounding E-M field.
 
An electric field certainly can exist in a (non-super) conductor. What cannot exist is an electrostatic field, but when you have current it is by definition not electrostatic.
 

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