B
Bob Monsen
Guest
John Larkin wrote:
impedance, used for resonant circuits. The idea is to make the source
see the parallel capacitance of two caps, and make the load see the
series capacitance.
However, I didn't think that was what the OP was interested in, so I
didn't post about it.
LOAD
AC source --- [50R] ---+--- [47.3pF]---+--- [2000R]---- GND
| |
[250.6pF] [63.6nH]
| |
GND GND
This is from "RF Circuit Design" By Chris Bowick. He calls it a Tapped-C
network.
---
Regards,
Bob Monsen
I was just reading about a 'capacitative transformer' for matchingOn Sat, 04 Jun 2005 20:04:52 GMT, Jamie Morken <jmorken@shaw.ca
wrote:
Hi,
Is there any application for using two electrostatically coupled
capacitors to make a transformer? Would changing the ratio of plate
area and plate seperation from the primary to secondary capacitor plates
be able to control the voltage input and output ratios? This
transformer would only be able to work with AC input just like an
inductor based transformer, the main benefit I can see is that it works
electrostatically so may not need an iron core to hold the EMF, and
should be good for high frequency?
cheers,
Jamie
If by 'transformer' you mean a gadget that transfers power efficiently
between source and load of different impedance, there's no direct
capacitive equivalent of a transformer.
The closest thing is a charge-pump inverter. You need at least two
capacitors: charge them in parallel and discharge them in series, and
you get the equivalent of a step-up transformer. There are lots of ICs
that do this for you. There's a newish part, TI or LTC maybe, that
adapts the number of caps dynamically to make a variable-ratio
inverter, which allows efficiency to be kept up, sort of like an
automatic transmission.
John
impedance, used for resonant circuits. The idea is to make the source
see the parallel capacitance of two caps, and make the load see the
series capacitance.
However, I didn't think that was what the OP was interested in, so I
didn't post about it.
LOAD
AC source --- [50R] ---+--- [47.3pF]---+--- [2000R]---- GND
| |
[250.6pF] [63.6nH]
| |
GND GND
This is from "RF Circuit Design" By Chris Bowick. He calls it a Tapped-C
network.
---
Regards,
Bob Monsen