Combination Circuits - A connection of a circuit that can either be a series or a parallel connection that are combined.
Wye and Delta Connection - A connection that is neither a parallel nor a series connection.
Now, we will focus first on combination circuits then the latter.
Combination circuit (notice the presence of series and parallel connections) |
Process:
- Find Req of both series and parallel connections
- Find total resistance
- Find current voltage
(Refer to the previous article for the formulas)
Req = 8Ω + 4Ω = 12Ω
We have one series connection and two parallel connections which are 6Ω and two 12Ω, respectively. Next process is to obtain the resistance equivalent of the two parallel resistors.
1/Req = 1/12Ω + 1/12 Ω = 6Ω
Now we have two series connected resistors and these two can be summed up to arrive to the Req of the whole circuit.
Req = 6Ω + 6Ω = 12Ω
Last thing we do is to find the current flowing through the circuit by using Ohm's Law (you can also apply KVL and KCL, whichever you find easy).
i = V/R
i = 12V / 12Ω
i = 1 ampere
As long as you understand the illustration and know the formula, it will be as easy as eating - no sweat plus, you enjoyed!
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The Wye connection joins together one end of each of the coils and applies the individual phases to the open ends. These two connections produce very different results when power is applied.
An advantage of the Delta connection is it has a higher reliability. If one of the three primary windings fails, the secondary will still produce a full voltage on all three phases.
(to be continued...)
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