Understanding Base Value Calculations: Line vs Phase Voltage Explained"

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In calculating base values for current and impedance in polyphase AC circuits, particularly 3-phase systems, the line-to-line voltage is typically used as the base voltage. The base power is taken as the total 3-phase power, while the line current is derived from the relationship I = S / (sqrt(3) * V). This approach allows for consistent calculations of impedance, assuming it is connected in a star configuration. Understanding the distinction between line-to-line and phase voltage is crucial for accurate base value calculations. Proper selection of base quantities ensures accurate analysis and design in electrical systems.
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When calculating base values for current, impedance etc
do we use the line to line voltage or the phase voltage?

What's the reason for using one over the other?
 
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What is a "line to the line voltage"? What is "phase voltage"? I don't understand your question.
 
My best guess is that he's asking about polyphase AC circuits, likely 3-phase.

I don't know much about 3-phase though.
 
If you are talking about per-unit system, this is the usual practicce.
Take Total 3-phase power S, as base power,
Take Line-to-Line voltage V, as base Voltage V.
Take Line-Current I, as base Current
Take an Impedance Z, as base impedance

But since you can only select two Base quantities independently, If you say take S and V as the initial base quantities (which is the usual practice) then
I = S / sqrt(3)*V

Now, the Impedance Z is assumed to be that impedance Z, which when connected in Star fashion in a 3 phase line with line-to-line voltage *V* will result in line Current *I*.

So, I hope that now you can find the base impedance Z, from the base voltage V and base Power S.
 
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