Current through an Ammeter in an Electric Circuit

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SUMMARY

The discussion focuses on calculating the current through an ammeter in an electric circuit using Thevenin's theorem and current division principles. Participants clarify the relationship between resistors, specifically two 100Ω resistors in parallel, and the impact of a 50Ω resistor on the overall circuit. The final calculated current through the ammeter is confirmed to be 50.0 mA, derived from the equivalent Thevenin voltage (VTh = 5.45 V) and resistance (RTh = 100.909 Ω). The conversation emphasizes the importance of simplifying circuits for easier analysis.

PREREQUISITES
  • Thevenin's theorem
  • Current division in parallel circuits
  • Equivalent resistance calculations
  • Basic circuit analysis techniques
NEXT STEPS
  • Study Thevenin's theorem applications in circuit analysis
  • Learn about current division and its practical applications
  • Practice calculating equivalent resistance in complex circuits
  • Explore advanced circuit simplification techniques
USEFUL FOR

Electrical engineering students, circuit designers, and anyone involved in analyzing or designing electrical circuits will benefit from this discussion.

  • #31
VSayantan said:
Oh!
Yes, you are right.

The current is $$i=\frac {6000}{110}~V \times \frac {110}{12000}{\Omega}^{-1}$$
i.e., $$i=50.0~mA$$
There's again one typo in your equation, but the final result is correct.
 
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  • #32
You're still not getting the obvious simplified circuit. Draw the circuit WITH the voltage source AND the ammeter AND 3 resistors, one in series w/ the voltage source, one in series w/ the ammeter and one in the bottom line.

You want to get to the point where when your eyes see this:
ckt1.JPG


Your brain sees this, pretty much automatically
ck2.jpg


That IS of course based on the specific question being answered. This reduction might not be as helpful if you were asked to find the voltage across the left-most resistor (although even for that, I would still do this reduction, get the current in that line and then the voltage)
 

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