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Current, Resistance and Electromotive Force

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These notes compile a very neatly organized pdf consisting of 20 pages which will help you to remember what Current, Resistance and Electromotive Force is.

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  • September 3, 2022
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  • 2021/2022
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Chapter 25 – Current, Resistance and
Electromotive Force

- Current
- Resistivity
- Resistance
- Electromotive Force and Circuits
- Energy and Power in Electric Circuits
- Theory of Metallic Conduction

,1. Current
Electric current: charges in motion from one region to another.
Electric circuit: conducting path that forms a closed loop in which charges
move. In these circuits, energy is conveyed from one place
to another.

Electrostatics: E = 0 within a conductor  Current (I) = 0, but not all charges
are at rest, free electrons can move (v ~ 106 m/s). Electrons are attracted to
+ ions in material  do not escape.
Electron motion is random  no net charge flow

Non-electrostatic: E ≠ 0 inside conductor  F = q E
Charged particle moving in vacuum  steady acceleration // F
Charged particle moving in a conductor  collisions with “nearly” stationary massive
ions in material change random motion of charged particles.
Due to E, superposition of random motion of charge + slow net motion (drift) of
charged particles as a group in direction of F = q E  net current in conductor.
Drift velocity (vd) = 10-4 m/s (slow)

, Direction of current flow:

- In the absence of an external field,
electrons move randomly in a
conductor. If a field exists near the
conductor, its force on the electron
imposes a drift.

- E does work on moving charges 
transfer of KE to the conductor through
collisions with ions  increase in
vibrational energy of ions  increase T.

- Much of W done by E goes into heating
the conductor, not into accelerating charges
faster and faster.

Metal: moving charges –
Ionized gas (plasma) or ionic solution:
moving charges + or –
Semiconductor: electron + hole (vacancy) conduction

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