Inertial Current: Electron Movement & Current Generation

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SUMMARY

The discussion focuses on the concept of inertial current in conductors, specifically addressing the movement of electrons and their contribution to current generation. It is established that electrons in a conductor are loosely bound, but their inertia contributes negligibly to current flow, with a typical electron mass being approximately 1/4000 of the conductor's mass. The net velocity of electrons under high current conditions is around 1 mm/s, resulting in a kinetic energy of only 0.1 nJ for 1 kg of cable. The discussion concludes that the inductance of the cable plays a significantly more critical role in current generation than the inertia of electrons.

PREREQUISITES
  • Understanding of basic electrical concepts, including current and voltage.
  • Familiarity with electron behavior in conductive materials.
  • Knowledge of inductance and its impact on electrical circuits.
  • Basic principles of kinetic energy and its calculations.
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  • Research the principles of inductance in electrical circuits.
  • Explore the relationship between electron mobility and conductivity in materials.
  • Study the kinetic energy calculations for charged particles in conductors.
  • Investigate the effects of current density on electron movement in conductors.
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Physics students, electrical engineers, and anyone interested in the fundamental principles of electron movement and current generation in conductive materials.

Altair Tans
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Are the electrons of a conductor so loosely bound that just moving a current might give rise to a tiny bit of current owing to electron's inertia??
 
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Completely negligible. Electrons make up ~1/4000 of the mass of typical conductors, and if you have a high current in them they might have something like 1 mm/s net velocity. That gives 1 kg of cable a kinetic energy of 0.1 nJ, or 10-10 J. Typically even less because not all electrons contribute to current flow. The inductance of the cable will be much more important.
 

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