T
Tom Biasi
Guest
On 11/20/2012 1:43 AM, Jasen Betts wrote:
Tom
reminding Michael his was about a 1/2 sine wave at 50%.On 2012-11-20, Tom Biasi <tombiasi@optonline.net> wrote:
On 11/19/2012 7:31 PM, Michael A. Terrell wrote:
Tom Biasi wrote:
On 11/19/2012 4:43 PM, Michael A. Terrell wrote:
Tom Biasi wrote:
One half of the AC waveform = 50% power, not 50% voltage into a
resistive load so it's equal to 70.7% * VAC, minus the diode drop.
Choose your own math.
Show that I'm wrong. There were series sting TV sets built with a
"Dropping Diode". 120 VAC supply and 84 volt string of filaments. It
took a little calculation to see what was happening. The bad thing was
that the half wave AC played hell with the CRT filament. I modified
them by adding a separate filament transformer for the CRT.
I see what you are saying. But don't forget that RMS only applies to a
sine wave not 1/2 of a sine wave.
I just showed you what your "couple dozen others" were using.
Wire it up and see.
RMS can be applied to any waveform.
Square to voltage, compute the mean of this, and take the square root of that.
It works just fine for a half-sine wave, giving a result sqrt(0.5) of
the full wave.
I wasn't implying it couldn't be calculated on any wave form, just
Tom