Definition of electric current

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SUMMARY

The definition of electric current is clarified as the time rate of change of charge, expressed mathematically as I=dQ/dt. In a steady flow of electrons, the current remains constant, meaning the number of charges entering a section of wire equals the number exiting, resulting in a non-zero current despite dQ/dt appearing to be zero. The discussion highlights the distinction between current and current density, emphasizing that current is defined by the amount of charge passing through a given cross-section per unit time, such as 10 Coulombs in one second equating to 10 Amperes.

PREREQUISITES
  • Understanding of electric charge and its units (Coulombs)
  • Familiarity with the concept of current (Amperes)
  • Basic knowledge of current density and its definition
  • Mathematical interpretation of rates of change (dQ/dt)
NEXT STEPS
  • Study the relationship between electric current and charge flow in conductors
  • Explore the concept of current density and its applications in physics
  • Learn about the mathematical principles behind rates of change in electrical contexts
  • Investigate practical examples of steady and varying electric currents in circuits
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Students of physics, electrical engineers, and anyone seeking to deepen their understanding of electric current and its fundamental principles.

aalnaif
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I'm confused by the definition of electric current. It is commonly defined as the time rate of change of charge (I=dQ/dt). However, considering a wire with a steady flow of electrons (a constant, non-zero current), wouldn't the number of charges entering a certain section of the wire equal the number of charges exiting from the other side of the section, such that dQ/dt=0?
 
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Suppose a general watching the troops saw 10 soldiers per second marching past.

This is and example of steady flow.

So he tells them to speed up and now 100 soldiers per second march past.

Again this is steady flow.

Flow of charge(s) is just like this.
 
Studiot is correct. Current is defined by the movement of charge. You are computing a difference which is more like the divergence of charge.
 
@aalnaif

Just to expand a bit on the answers others have given, what you described in your post would be a current density (i.e. current per unit area or volume), as opposed to the current. Your analysis is correct in that the current density in your example is not changing, however the current is clearly non-zero, as you yourself stated in the example.
 
see it is amount of charge passing through the given cross section in unit time . so if 10 C charge pases in i sec. then I= 10 A
 

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