F
Franc Zabkar
Guest
On Mon, 5 Jan 2004 11:06:34 +1100, "Phil Allison"
<philallison@optusnet.com.au> put finger to keyboard and composed:
voltage peaks. They are not *exactly* in phase.
at full load, so your estimate of 0.5 may not be far off the mark.
Intuitively, however, I find it hard to correlate a 2ms current pulse
(as you state elsewhere) with an 0.5 PF. A duration of 2ms equates to
36 degrees at 50Hz, which would in the normal textbook "sinusoidal"
case result in a PF of 0.81. An 0.5 PF would normally suggest a phase
angle of 60 deg.
Having said that, here is an article that attempts to explain this
apparent anomaly:
http://www.st.com/stonline/books/pdf/docs/3711.pdf
It suggests that the actual PF is somewhat less than that which could
be expected by considering only the phase angle of the fundamental
component of the current pulse. Instead, the article shows that the
harmonic components of the current pulse tend to reduce the overall
PF.
reference.
- Franc Zabkar
--
Please remove one 's' from my address when replying by email.
<philallison@optusnet.com.au> put finger to keyboard and composed:
In typical electronic devices current pulses are drawn *before* the"David" <no_way@hotmail.com
The angle in the power factor, as Kevin has stated. If the voltage and
current waveforms are in phase, then regardless of the waveform, the power
factor will be unity.
** Wrong - you are totally wrong.
There is no reference to phase angle in the general definition of PF.
There HAS to be a phase difference between the
voltage and current waveform for their to be reactive power,
** There is no reference to "'reactive power" in the general definition of
PF.
A non unity power factor exists whenever the current waveform does not
follow the voltage waveform - though they may be exactly in phase. This is
the case with typical electronic devices where current is drawn only at AC
voltage peaks.
voltage peaks. They are not *exactly* in phase.
Computer PSUs are typically quoted as having a capacitive PF of 0.65Such loads have PFs of around 0.5.
at full load, so your estimate of 0.5 may not be far off the mark.
Intuitively, however, I find it hard to correlate a 2ms current pulse
(as you state elsewhere) with an 0.5 PF. A duration of 2ms equates to
36 degrees at 50Hz, which would in the normal textbook "sinusoidal"
case result in a PF of 0.81. An 0.5 PF would normally suggest a phase
angle of 60 deg.
Having said that, here is an article that attempts to explain this
apparent anomaly:
http://www.st.com/stonline/books/pdf/docs/3711.pdf
It suggests that the actual PF is somewhat less than that which could
be expected by considering only the phase angle of the fundamental
component of the current pulse. Instead, the article shows that the
harmonic components of the current pulse tend to reduce the overall
PF.
Not surprisingly, people prefer an independent, authoritativeHow many times do I have to say it.
reference.
- Franc Zabkar
--
Please remove one 's' from my address when replying by email.