Understanding Voltage & Current in Simple Circuits

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SUMMARY

This discussion clarifies the relationship between voltage, current, and resistance in simple circuits, emphasizing Ohm's Law (V=IR). Voltage is defined as the electrical potential that drives current through a circuit, while current represents the flow of electrons. The concept of impedance (Z), which encompasses both resistance (R) and reactance (X), is crucial for understanding circuit behavior. The analogy of water flow in a pipe effectively illustrates how voltage, current, and resistance interact in practical applications.

PREREQUISITES
  • Understanding of Ohm's Law (V=IR)
  • Basic knowledge of electrical components (resistors, capacitors, inductors)
  • Familiarity with the concept of impedance in circuits
  • Ability to visualize electrical concepts through analogies (e.g., water flow)
NEXT STEPS
  • Study the concept of impedance in detail, including its components (resistance and reactance)
  • Learn about AC vs. DC circuits and their implications on voltage and current
  • Explore practical applications of Ohm's Law in circuit design and analysis
  • Investigate the role of capacitors and inductors in altering current flow
USEFUL FOR

Electronics students, electrical engineers, and hobbyists seeking to deepen their understanding of circuit fundamentals and the interplay between voltage and current.

Ali Inam
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Suppose we have any simple circuit and we are giving it a voltage of 5V, then I cannot understand what is the role of current in that.

I know current is the flow of electrons in it, but, what really is the difference between the supplying of voltage and the supplying of current ? !

I just get mixed up with the practical purposes of current and voltage

:cry:
 
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Voltage, Current, and Resistance are interrelated. Simply to answer your question, you can't have voltage without current, nor current without voltage based on Ohm's law. Each one must have each other in some way or another. Now I'm going to explain it

V=IR is a well known equation for EEs called Ohm's Law. This has to be true every where. So when you supply a particular voltage to a circuit, there is an associated impedance (even if it's an IC, capacitor, inductor, etc). Impedance is the complex form of resistance (little harder to describe). Everything in circuits can be represented (ultimately) by impedance. So ohm's law is really this:

V=ZR where Z=R+jX

[V] voltage
[Z] impedance
current
[R] resistance
[X] Reactance

Now as to what current is. I'll give you the classic water-pipe example. Imagine that you have a water-pipe of a certain diameter (R). water in the pipe is considered the electrons. Imagine voltage as being the water pressure (or push) in the pipe. Finally imagine current being the amount of water that flows through a given portion of the pipe. If R = infinity, this would indicate you have no pipe and thus no current can flow. It's like blocking the pipe up with something. If the pipe is infinitely big, water would flow really easy with whatever pressure you supply to the water. But if your pipe is say 1 ft in diameter. you can't just pump 600gallons/sec through it without having a very strong pump (or voltage).

I hope this description helps a little. I tried to explain the best way possible. The key is that all circuits have some form of resistance and thus must follow Ohm's Law

---------
Justin Coulston
TheModernEngineer.blogspot.com
 

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