Calculating Complex Power: P+jQ

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chopficaro
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power=P+P(cos(2wt))+Q(cos(2wt))

but

complex power = P+jQ

am i to assume that complex power is a phasor representation of the last two terms? why does this formula ignore the first term?
 
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and aparently it is also equal to

complex power =(Veff)(Ieff)

which is a scalar, but its also equal to

complex power=(Vphasor)(Iphasor)/2

which is a phasor

how can complex power be both a phasor and a scaler?
 
Please give this a read and see if it answers your question. I think it's good.
http://hyperphysics.phy-astr.gsu.edu/hbase/electric/powerac.html"
 
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chopficaro said:
power=P+P(cos(2wt))+Q(cos(2wt))

but

complex power = P+jQ

am i to assume that complex power is a phasor representation of the last two terms? why does this formula ignore the first term?

Surely Electrical Power is the Dot Produce between the V and I vectors. A dot product is a scalar.
What could "jQ" be? I and V may not be in phase but what has that to do with "complex power"? Is there some problem with actual terminology here?