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Current Divider Theorem

 

The Current Divider Theorem or Rule is usefull in determining the current through one branch of a parallel circuit.

 

 

 

The General Formula:

 

 

Where:

 

         Ix - current in any of the resistors in the circuit

         It - total current or current source of the circuit

         Rx - the resistor concerned

         Rt - the equivalent resistance of the parallel circuit

For Two Resistors in Parallel:

 

 

                                   I1 =  It (R2) 

                                          R1 +R2

 

 

 

                                   I2 =  It (R1) 

                                          R1 +R2

 

 

 

Tips

 

  • If solving Series-Parallel circuits, solve the Parallel parts first, then you are left with only a much-easier Series circuit.

  • At each step, write down the given values such as voltage, current, resistance.

  • The sum of the individual currents will equal the total current It=I1+I2+I3...

  • In parallel circuits and series-parallel, you will often find "t" added to any of these symbols, in which case it represents Total, meaning the voltage, current, or resistance of the circuit when considered as a whole.

  • The sum of the individual Powers will equal the total power Pt=P1+P2...

  • In a Parallel circuit the same voltage is applied across all the resistors.

  • Use the examples in your notes to help you solve the unknown values in the following circuits. Don't forget to include units with your answers.

 

Example:

 

 

MEL TECH

Circtronics​

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