A watt is an instantaneous value.
WHAT?!
Just joking.
You are also right. You are referring to the instantaneous power whereas power used in practice is average power.
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A watt is an instantaneous value.
I agree here. But lets say the capacitive or reactive impedance is increased, wont watts go down since voltage will begin to dip at the resistor? Think of a lighting ballast...
If R is fixed and power factor is varied and so is the impedance, the watts is also fixed.
Given...Not to stray off, but for this series circuit what would the watts be at 120 volts? Ditto for the impedance?
...except on energization, the effective Z is 1 ohm. Power factor is 1.R = 1 ohm
Xl = 1 ohm
Xc = 1 ohm
Average infers a time dimension and many probably think about it that way. But a Watt is just a Watt. Named after a Scotsman - we have our uses you know!WHAT?!
Just joking.
You are also right. You are referring to the instantaneous power whereas power used in practice is average power.
Then it shouldn't be too hard to imagine since the average results in the same accumulated energy being transferred over time as you get with a constant DC power line. The point is it is not uncommon the refer to the offset component on a sinusoidal as the DC and the varying component as the AC. You could even call it direct component and alternating component if you wanted but there should be no confusion about what component is being discussed, slang or not.It's not a problem when referring to a voltage or current plot.... or even a power plot when there truly is a DC component.
It has a constant component and alternating component (some call it the intrinsic power IIRC). Doesn't seem too confusing to identify them as DC & AC components, even if it is not the current or voltage waveform. It is still a sinusoidal and the underlying math works the same way.I certainly agree with that with respect to a voltage or current waveform. Does the same apply to a power waveform? That would mean that every power waveform in an AC system has a DC component (unless the power factor is zero).
Probably clearer but I do not see it as confusing. To each his own.I don't really know what is standard, that just sounds a little confusing to me. So in the case of a power waveform, I think it would be clearer to call it a constant component.
It indicates to me it is the same power you would get with a DC signal. Not that much different in concept.The phrase "DC component of the power wave form" suggests to me the constant power attributable to the DC components of the current and voltage waveforms.
No. Decaying is correct. However, I should have used growing instead of rising.Wouldn't falling be a better word than decaying?
Correct.I think of decaying as something discharging like a capacitor
Don't know what you are referencing.not a generator switching direction in polarity.
Given...
...except on energization, the effective Z is 1 ohm. Power factor is 1.
http://hyperphysics.phy-astr.gsu.edu/hbase/electric/rlcser.html
Me neither. What are you talking about?but Id never use the word decaying for a reversal in current flow depicted across a graph.
You are correct... it's not hard to imagine... and all I'm going to do is imagine it.Then it shouldn't be too hard to imagine since the average results in the same accumulated energy being transferred over time as you get with a constant DC power line. The point is it is not uncommon the refer to the offset component on a sinusoidal as the DC and the varying component as the AC. You could even call it direct component and alternating component if you wanted but there should be no confusion about what component is being discussed, slang or not.
But we have an ideal source! If we don't, we at least try to get close to one when we can.I agree here. But lets say the capacitive or reactive impedance is increased, wont watts go down since voltage will begin to dip at the resistor? Think of a lighting ballast...
I know your better half can teach you the correct pronunciation. Why not two "tt" in Scot or one "t" in Watt? You guys...Average infers a time dimension and many probably think about it that way. But a Watt is just a Watt. Named after a Scotsman - we have our uses you know!
And, for a Scot, Watt and what aren't pronounced the same way. The "wh" matters...............:thumbsup:
But we have an ideal source! If we don't, we at least try to get close to one when we can.
Not for Ecclefechan................I know your better half can teach you the correct pronunciation. ...........
What determines low power factor or more precisely why some loads have varying power factor compared to others? Say I had an inductor. The current lags by 90*, and no other load. My power factor would be zero, correct? But if I add a resistor in parellel drawing equal current my power factor would be 50%? And if I add a capacitor of equal current (in parallel) my power factor is 100%? Does this accurately represent what goes on in most loads being a mixture of capacitance, inductance and resistance hence VA?
Oh yeah, that would be "fetchin". Similar to "She was fetchin the water when she went and fell in the crick!". Ask the Belle, she knows.Not for Ecclefechan................
An ideal supply has no drop to the load so the voltage is steady. Or were you talking about unequal C & L ?Im confused. How would source make a difference?
Not at all. It's like the "ch" in loch that everyone else pronouces as "lock".Oh yeah, that would be "fetchin". Similar to "She was fetchin the water when she went and fell in the crick!".
She does.Ask the Belle, she knows.
An ideal supply has no drop to the load so the voltage is steady. Or were you talking about unequal C & L ?