Whats the difference between an electric field and an electric current?

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SUMMARY

The discussion clarifies the distinction between electric fields and electric currents. Electric current is defined as the flow of charge per unit time, represented mathematically as I = q/t, where q is charge and t is time. In contrast, an electric field is the region around a charged particle that exerts force on other charged particles, characterized by electric field lines. The electric field quantifies the force per unit charge experienced by a test charge placed within it, while electric current arises when charges move freely, such as in conductors.

PREREQUISITES
  • Understanding of basic physics concepts, particularly charge and force.
  • Familiarity with the principles of electric fields and their representation.
  • Knowledge of electric current and its mathematical representation.
  • Basic comprehension of conductors and the movement of charges.
NEXT STEPS
  • Study the mathematical derivation of electric field equations.
  • Explore the relationship between electric fields and potential difference.
  • Learn about the behavior of electric currents in different materials, such as conductors and insulators.
  • Investigate the applications of electric fields in technology, such as capacitors and sensors.
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Students of physics, educators explaining electromagnetism, and anyone seeking to deepen their understanding of electric fields and currents.

the_highlander
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My physics textbook talks about them like they are two different things. Can someone explain further?

Thanks for the help!
 
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Electric current is equal to one direction moving electrons in closed circular loop. We visualize the electric force (the "negative" force of the electrons) with the electric field. Also the protons have electric force.
 
An electric current is simply the flow of charge per unit time. Hence I = q/t

An electric field is the space around charged particle which it effects. Electric field lines are abstract; they simply show the space around a charged particle that will influence other charged particles.
 
Hm ... I'm not sure I like everything in those previous responses ...

But here's my 2 cents: the electric field gives the force per unit charge, i.e. if you put a unit "test charge" in the field and measure the force that would be exerted by it, that's the value of the field at that point. In other words, electric fields apply forces to charged particles.

Now, if those charges are free to move, as they are in a conductor for example, then they will move, and the rate at which they do (charge per unit time) is the electric current.

- Bruce
 

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