A basic electrical question, but i can't work it out.

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The discussion focuses on calculating power dissipation in a resistor connected in parallel with a DC battery and a constant current source. The correct approach involves recognizing the superimposed current components from both the voltage source and the current source. The power dissipation can be calculated using the formula I^2 * R, where I is derived from the voltage of the DC battery divided by the resistance. Additionally, the application of Millman's Theorem is recommended for more complex scenarios involving internal resistances.

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Say i have a DC battery, in parallel with a constant current source, and a resistor in parallel too.

I want to find the power dissipation in the resistor.

Do i consider that there are 2 current components superimposed, one from the voltage source
(I = v/r) and one from the current source, and then use I^2 *R?

Thanks.
 
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if everything is in parallel, no matter what you put, the voltage in the parallel is given by the voltage of the dc battery so the current in the resistor is V/R.
In real word however, each battery has an internal resistor in series and a current generator has a resistor in parallel, so you should consider it.
In this case you can use the Millman´s Theorem, very easy.
Byez
 

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