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"John Fields" <jfields@austininstruments.com> wrote in message
news:fb9cq057i0a28etcfe53fkj48upltuoeah@4ax.com...
news:fb9cq057i0a28etcfe53fkj48upltuoeah@4ax.com...
Well not completely but go on ..On Thu, 25 Nov 2004 10:32:02 -0600, "news" <stacy@123.com> wrote:
"tempus fugit" <toccata@no.spam.ciaccess.com> wrote in message
news:thmpd.545$rL.103@fe51.usenetserver.com...
From the link you sent:
"The value of C1 can be increased to increase the amount of current the
circuit can supply. With the values shown, the circuit can supply up to
about 15mA. Remember to increase the size of C2 also. "
You can no doubt increase the cap to a more commonly available size,
like
0.47uF, without really affecting the circuit too much. This would allow
a
greater amount of current, so you could raise C2 to 330uF or so to help
out,
if it were necessary.
Thanks. I knew I could increase it somewhat but didn't know by how much.
Im
cautious around this kind of circuit.
I'm guessing that if I Reduce the Caps I will get less Amperage.
---
Yes, you will, but for its seeming simplicity, this circuit is
devilishly complex.
In this circuit, C1 is being used used like a "lossless resistor",
with its reactance at the mains frequency determining how much current
it will allow to flow into the load and into C2. At 60 Hz, the
reactance of C1 will be:
1
Xc = ---------
2pi f C
where Xc = the reactance in ohms
f = the mains frequency in Hz.
C = the capacitance in farads
So, for 0.39ľF we have:
1 1
Xc = --------- = --------------------------- ~ 6800 ohms
2pi f C 2 * 3.14 * 60Hz * 3.9E-7F
Now, if we forget about C2 for a moment and look at the circuit like
this:
+-----+
MAINS>---[C1]--|~ +|----+
| | |
| | [RL]
| | |
MAINS>---------|~ -|----+
+-----+
FWB
all the bridge is doing is rectifying the mains, so we have,
essentially:
120VRMS>-----+-----E1
|
[6800R}
|
+-----E2
|
[RL]
|
120VRMS>-----+-----0V
Now, since the current in a series circuit is the same throughout the
circuit and, since
E = IR
you might think that if the reactance of the capacitor is equal to
6800 ohms and has the same current flowing in it that RL does, if RL
is equal to 6800 ohms it will have the same the same voltage dropped
across it, but it won't.
If you understand everything so far, and you're still interested, I'll
continue...
John Fields