Voltage Drop & EMF: Inductor Circuit Explained

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Discussion Overview

The discussion revolves around the behavior of inductors in electrical circuits, specifically focusing on the concepts of conservative and non-conservative electric fields, the movement of charges, and the dynamics of current in RL circuits. Participants explore theoretical aspects and implications of these concepts in both DC and AC circuits.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested

Main Points Raised

  • One participant questions the role of conservative and non-conservative electric fields in doing work on charges within an inductor circuit.
  • Another participant asks whether charges inside the inductor are stationary, noting the drift velocity of electrons compared to the speed of electric and magnetic field propagation.
  • A participant raises questions about which electric field drives the current and the source of the conservative electric field, particularly in the context of RL AC circuits.
  • Another participant compares the driving force in a circuit to the force in a bicycle chain, suggesting that the energy transfer is more relevant than the specific fields involved.
  • One participant states that the non-conservative field resists changes in current while the conservative field represents external forces applied to the inductor.

Areas of Agreement / Disagreement

Participants express differing views on the roles of electric fields in driving current and the movement of charges, indicating that multiple competing perspectives remain without a clear consensus.

Contextual Notes

Some participants reference the need to consider capacitance in the analysis of RL circuits, suggesting that the discussion may be limited by assumptions about circuit components and their interactions.

tonyjk
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Hello,
Please i have a question.When we have an inductor in a circuit we say that we have 2 electric field : conservative and non-conservative. so who is doing work on the charges?if we draw an rl circuit with a DC source the conservative electric field across the inductor has the same direction of the current thus the voltage drop but the non conservative electric field has the opposite direction thus doing work against the electric field thus the rise of the voltage. this is confusing me a lot
thank you
 
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Can we say that the charges inside the inductor do not move?
 
tonyjk said:
Can we say that the charges inside the inductor do not move?

1mm per second is not moving much, imo. If you concern yourself with the distances involved in a circuit then the speed of propagation of the electric and magnetic fields is just a tiny bit greater than the drift velocity of the electrons ( by a factor of at least 10^10).

There are occasions when the motion of charge carriers becomes relevant - for instance, in some semiconductors - but that tends to be considered separately and that approach gets good results.
 
but who's driving the current ? the conservative electric field or the non conservative one? and from where the conservative electric field is coming? and in an RL AC circuit there's a part of time where the inductance is giving energy in this part who's driving the current?
 
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tonyjk said:
but who's driving the current ? the conservative electric field or the non conservative one? and from where the conservative electric field is coming? and in an RL AC circuit there's a part of time where the inductance is giving energy in this part who's driving the current?

Where's the force coming from that makes the link in a bicycle chain move? The direction of the 'original' force is the direction of the cyclist's foot and that could be in totally the opposite direction to the direction that the link is moving. The thing that's "driving the current" can be the steam in the turbine that's driving the alternator back at the Power Station or it can be the charge that's immediately to the left or right of the charge in question. The answer to the question is that it's irrelevant, once you have accepted that the charges move to lower potential. What is important is the Energy transfer and this is why we discuss the behaviour of circuits in terms of Potential Differences. Now, Field is the gradient of Potential, so we are not totally rejecting the idea of Fields. They are just less relevant than Potentials.

Perhaps you are trying to analyse the RL circuit in an 'unfruitful' way. If you want to talk about fields then would you not also be needing to consider the Capacitance which must surely be there? Any such circuit boils down to an RLC circuit, considerably (possibly) off resonance.
 
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The non-conservative field in the inductor's coils resist any changes in current. The conservative field is the external forces being applied to the inductor that are being resisted.

Perhaps this can help:
https://njctl.org/courses/science/ap-physics-c/induction/inductance-presentation/?download&token=933f0f0ca62599c37e09e83ca6b24c60&attachment_version=220110728142937&format=pdf-1-slide-per-page

Does that help? If not, ask differently based on what's been said.
 
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