Calculating AC Power for Inductive Load at 60Hz | No Average Value

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Homework Help Overview

The discussion revolves around calculating AC power for an inductive load with given rms voltage and current values at a frequency of 60 Hz. The original poster seeks clarification on the implications of the instantaneous power having a zero average value and how to approach the problem without receiving direct answers.

Discussion Character

  • Exploratory, Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • Participants explore the meaning of zero average power in relation to inductive loads and discuss the implications of phase shifts in AC circuits. There are questions about how to start solving the problem given the lack of information on circuit configuration (series or parallel).

Discussion Status

The discussion is ongoing, with some participants providing insights into the nature of instantaneous versus average power. There are differing interpretations of the original statement regarding average power, and participants are engaging with each other's comments to clarify their understanding.

Contextual Notes

There is a noted ambiguity regarding the circuit configuration (series or parallel) and the definitions of real and reactive power as they relate to the problem statement. Participants are encouraged to seek further clarification in class.

Lord Dark
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Getting powers from Ac Circuit

Homework Statement


Hi guys,, need help with the following question :

The rms voltage and current of an inductive load are 110V & 10.
The frequency of the voltage waveform is 60 Hz. The instantaneous power
consumed by the load has zero average value.Calculate :
a. The real power consumed by the load.
b. The reactive power consumed by the load.
c. The power factor.
d. The frequency of the reactive power

The Attempt at a Solution


OK, first things first ,, what does the question mean by saying
The instantaneous power consumed by the load has zero average value
?? and I know that real power equal I^2 R for series & V^2/R for parallel but the problem it doesn't say if it's series or parallel ,, so my second question is how to start solving the problem ?? (Don't give me answers please just tips :smile: )

thanks in advance
 
Last edited:
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It means that all the inductor is doing is causing a phase shift in the AC source. So the waveform will give an average voltage, current, and even power of zero.

If you decompose the complex impedance of the inductor you have a real part and an imaginary part. The real power is, just as it sounds, the real part of the power.

No idea about "power factor."

Good luck!
 
nice ,, thanks Mindscrape got the idea :smile:
 
"The instantaneous power consumed by the load has zero average value" doesn't mean anything.

It's a misstatement or something; wrong in one and a half places:

The average power into the idealized inductive load is zero. The inductive load 'consumes' no power. The instantaneous power can be into or out of the load. Instantaneous power is just the power, positive or negative at any given instant, rather than over the entire AC cycle.
 
no it's useful ,, it's to determine either the real power or reactant power equal zero
 
Lord Dark said:
no it's useful ,, it's to determine either the real power or reactant power equal zero

Instantaneous power and average power are not the same thing. Ask when you are in class.
 
I know they are not the same thing ,, I red in the book that the reactant or real power depends on them ...
 

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