Easy V = IR problem, just help understand it.

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SUMMARY

The discussion centers on calculating the internal resistance of a 9.0V battery that experiences a 400mA current during a short circuit. The internal resistance is derived using Ohm's Law, specifically R_int = V/I, resulting in R_int = 9/(400*10^-3) ohms. Participants clarify that a short circuit occurs when the battery's terminals are directly connected with negligible resistance, leading to high current flow and potential overheating. The internal resistance of the battery is defined as the resistance encountered within the battery itself, affecting current flow when connected to a load.

PREREQUISITES
  • Understanding of Ohm's Law (V = IR)
  • Basic knowledge of electrical circuits and components
  • Familiarity with the concept of internal resistance in batteries
  • Awareness of short circuit conditions and their implications
NEXT STEPS
  • Study the concept of internal resistance in various battery types
  • Learn about the effects of short circuits on battery performance
  • Explore practical applications of Ohm's Law in circuit analysis
  • Investigate safety measures when working with batteries and electrical circuits
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Students new to electrical engineering, hobbyists experimenting with circuits, and anyone seeking to understand battery behavior under load conditions.

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Homework Statement


When a 9.0V - battery is temporarily short-circuited, a 400mA- current flows.

What is the internal resistance of the battery?

Ans :R_int = 9/(400*10^-3)

Can someone explain why this is the answer, I understand its just V/I, but what exactly
does this mean? I am new to circuits so I am not sure what the term shot-circuit exactly
mean. I am also not sure what a internal resistance of the battery mean, just plain resistance?
 
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To short-circuit a battery means that you connect the poles with a (short) piece of wire with negligible resistance. If you try it, you get even sparks, and your battery becomes hot, and flat in a very short time.
Now, internal resistance: When you connect something, for example a lamp to the battery, the current flows from one pole af the battery through the load (lamp) to the other pole and then through the battery to the first pole again, making a closed loop. But the battery itself has resistance. The electrodes themselves have, and there is some electrolyte material between them, and also some other material that absorbs gases, all of them have resistance. So we imagine a real battery as an ideal voltage source connected in series with a resistor Ri - the internal resistance of the battery. This internal resistance has to be taken into account if you calculate current. When you load the battery with a resistor R, R and Ri are connected in series, so I=E/(R+Ri). When the battery is short-circuited, R=0.

ehild
 

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