ATAR Notes: Forum
VCE Stuff => VCE Science => VCE Mathematics/Science/Technology => VCE Subjects + Help => VCE Physics => Topic started by: Andiio on August 02, 2011, 11:45:26 pm
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Why is it that only P = I^2R can be used to calculate the power loss?
I recall knowing the reason a while ago.. but somehow it isn't coming back to me now :(
Thanks!
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It's to do with the definition of V in P=V^2/R.
V is defined to be the potential difference, not the voltage transmitted.
edit: got mixed up a bit with the definitions of V. Confused myself, I was right the first time.
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Yep, we want to use something that is constant throughout the transmission.
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I remember someone asking this question in class the other day. I'm told that it is because current is the factor that causes power loss (not potential difference?), and hence using P=I^2*R would be necessary.
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Nah its because V varies throughout transmission and I and R are constant
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Nah its because V varies throughout transmission and I and R are constant
Alrighty, thanks for the info! :)
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I thought it was because we are rarely given the voltage drop across the transmission cable.
If you're given that then wouldn't P= (V^2)/R work fine?
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Nah its because V varies throughout transmission and I and R are constant
How come I is constant?
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Coz you can't lose current, what goes in must come back out of the wire. Think about the definition of current.
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I thought it was because we are rarely given the voltage drop across the transmission cable.
If you're given that then wouldn't P= (V^2)/R work fine?
If you know the voltage drop, then you can use P=V^2/R.
Using an example from last years exam, question 16.
The information you know:
I = 2 A
R = 4 Ohms
V (Voltage Drop) = 8V
Using P=I^2R:
P = I^2R = 2^2 * 4 = 16W
If you used P = V^2/R:
P = 8^2/4 = 64/4 = 16W
However, if the voltage given was the voltage TRANSMITTED, then obviously the answer would be different if you applied P=V^2/R
In this case, the voltage transmitted was 10V (the answer to question 15)
P= 10^2/4 = 100/4 = 25W
Edit: To directly address the question, yes, P=V^2/R should work fine if you know the voltage drop.
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I guess you can but if you get to choose it seems more convenient to use the latter equation and also seems less prone to error