J
John Devereux
Tim Williams said:Tube guys don't care...
http://www.hammondmfg.com/193.htm
I don't think that solution would be acceptable, considering my *whole
circuit* is currently on a PCB about 0.5 inch square
Tim Williams said:Tube guys don't care...
http://www.hammondmfg.com/193.htm
Winfield Hill wrote...Phil Hobbs wrote...Winfield Hill wrote:
. ,---||----------,
. | |
. Vin ---+------ | ---- C E ---+------ out
. | | B
. | | |
. '-/\/\--+--/\/\--+---||--- gnd
The Sallen-Key trick gives you a much sharper knee, but because of
the sneak path through the cap to the output, it limits your ultimate
attenuation. It's usually better just to split R, as you did, but
return both caps to ground.
. Vin ---+------------- C E ------- out
. | B
. | |
. '-/\/\--+--/\/\--+---||--- gnd
. |
. '----||--- gnd
[ snip ]
Above 10kHz the two-caps-to-ground form won by an impressive 35 dB.
In summary, the Sallen-Key appears superior for hum reduction tasks
if properly designed, and two-caps-to-ground appears superior for
high-frequency noise reduction. And either form dramatically beats
using the same total capacitance with one twice-value resistor,
typically by 20dB in the critical line-frequency-harmonics region.
Substituting a MOSFET for the BJT (admittedly with a poor model),
using the same values (430 ohms and 22uF), the region of Sallen-Key
superiority shrinks, and doesn't occur at a useful frequency unless
the values are carefully chosen. The two-caps-to-ground form wins
by 35 to 45dB above 1kHz -- a nice result. But of course, when using
a MOSFET one wouldn't use small resistors and big electrolytics. If
the values are scaled by 10x the Sallen-Key form doesn't look so bad.
If the values are scaled by ~200x to 220k and 0.1uF (makes sense to
me), the filter's performance is significantly improved, e.g. -50dB
at 120Hz. Surprisingly, the Sallen-Key and two-caps-to-ground forms
are nearly identical with a 500-ohm load (both have nice 86dB dip at
360Hz - can we believe that?), and are better than -67dB above 1kHz.
With a light 5k load the two-caps-to-ground form pulls ahead by a
modest 6dB, above 2kHz. But with the 67 to 86 attenuation results
shown by the Spice analysis, I'd want to spend some time fixing the
2n7000 FET's subthreshold model before taking them too seriously.
. 2n7000
. Vin ---+------------- D S ----- out
. | G * use a 10V gate-source
. | 220k 220k | 0.1 zener if Vin > 20 volts
. '-/\/\--+--/\/\--+---||--- gnd
. | 0.1
. '----||--- gnd
Before leaving this investigation, in which I used resistive loads,
the issue of capacitive loading should be taken into account. For
example, if a three-terminal regulator follows the noise filter, a
separate input capacitor is good for the regulator's stability.
Or if other "ordinary" linear circuitry follows, that'll certainly
need bypass caps.
Note, if a BJT is used, as shown below, a small base resistor or
ferrite bead might be wise to dampen RF oscillation, viz,
. ___
. Vin ---+-------------- C E ---+-------|___|--- out
. | B | |
. | | '----||---+-- gnd
. '-/\/-+-/\/-+-/\/-'
. | '----||--- gnd
. '--||-- gnd
A quick spice look with the MOSFET: adding load capacitors didn't
show much difference, more HF attenuation (78dB), and both plots
coming together above 20kHz. However, in these high-attenuation
regions, poor capacitor esr modeling can create significant errors.
Winfield Hill wrote...Phil Hobbs wrote...Winfield Hill wrote:
. ,---||----------,
. | |
. Vin ---+------ | ---- C E ---+------ out
. | | B
. | | |
. '-/\/\--+--/\/\--+---||--- gnd
The Sallen-Key trick gives you a much sharper knee, but because of
the sneak path through the cap to the output, it limits your ultimate
attenuation. It's usually better just to split R, as you did, but
return both caps to ground.
. Vin ---+------------- C E ------- out
. | B
. | |
. '-/\/\--+--/\/\--+---||--- gnd
. |
. '----||--- gnd
[ snip ]
Above 10kHz the two-caps-to-ground form won by an impressive 35 dB.
In summary, the Sallen-Key appears superior for hum reduction tasks
if properly designed, and two-caps-to-ground appears superior for
high-frequency noise reduction. And either form dramatically beats
using the same total capacitance with one twice-value resistor,
typically by 20dB in the critical line-frequency-harmonics region.
Substituting a MOSFET for the BJT (admittedly with a poor model),
using the same values (430 ohms and 22uF), the region of Sallen-Key
superiority shrinks, and doesn't occur at a useful frequency unless
the values are carefully chosen. The two-caps-to-ground form wins
by 35 to 45dB above 1kHz -- a nice result. But of course, when using
a MOSFET one wouldn't use small resistors and big electrolytics. If
the values are scaled by 10x the Sallen-Key form doesn't look so bad.
If the values are scaled by ~200x to 220k and 0.1uF (makes sense to
me), the filter's performance is significantly improved, e.g. -50dB
at 120Hz. Surprisingly, the Sallen-Key and two-caps-to-ground forms
are nearly identical with a 500-ohm load (both have nice 86dB dip at
360Hz - can we believe that?), and are better than -67dB above 1kHz.
With a light 5k load the two-caps-to-ground form pulls ahead by a
modest 6dB, above 2kHz. But with the 67 to 86 attenuation results
shown by the Spice analysis, I'd want to spend some time fixing the
2n7000 FET's subthreshold model before taking them too seriously.
. 2n7000
. Vin ---+------------- D S ----- out
. | G * use a 10V gate-source
. | 220k 220k | 0.1 zener if Vin > 20 volts
. '-/\/\--+--/\/\--+---||--- gnd
. | 0.1
. '----||--- gnd
Before leaving this investigation, in which I used resistive loads,
the issue of capacitive loading should be taken into account. For
example, if a three-terminal regulator follows the noise filter, a
separate input capacitor is good for the regulator's stability.
Or if other "ordinary" linear circuitry follows, that'll certainly
need bypass caps.
Note, if a BJT is used, as shown below, a small base resistor or
ferrite bead might be wise to dampen RF oscillation, viz,
. ___
. Vin ---+-------------- C E ---+-------|___|--- out
. | B | |
. | | '----||---+-- gnd
. '-/\/-+-/\/-+-/\/-'
. | '----||--- gnd
. '--||-- gnd
A quick spice look with the MOSFET: adding load capacitors didn't
show much difference, more HF attenuation (78dB), and both plots
coming together above 20kHz. However, in these high-attenuation
regions, poor capacitor esr modeling can create significant errors.
Winfield Hill wrote...Phil Hobbs wrote...
Winfield Hill wrote:
. ,---||----------,
. | |
. Vin ---+------ | ---- C E ---+------ out
. | | B
. | | |
. '-/\/\--+--/\/\--+---||--- gnd
The Sallen-Key trick gives you a much sharper knee, but because of
the sneak path through the cap to the output, it limits your ultimate
attenuation. It's usually better just to split R, as you did, but
return both caps to ground.
. Vin ---+------------- C E ------- out
. | B
. | |
. '-/\/\--+--/\/\--+---||--- gnd
. |
. '----||--- gnd
[ snip ]
Above 10kHz the two-caps-to-ground form won by an impressive 35 dB.
In summary, the Sallen-Key appears superior for hum reduction tasks
if properly designed, and two-caps-to-ground appears superior for
high-frequency noise reduction. And either form dramatically beats
using the same total capacitance with one twice-value resistor,
typically by 20dB in the critical line-frequency-harmonics region.
Substituting a MOSFET for the BJT (admittedly with a poor model),
using the same values (430 ohms and 22uF), the region of Sallen-Key
superiority shrinks, and doesn't occur at a useful frequency unless
the values are carefully chosen. The two-caps-to-ground form wins
by 35 to 45dB above 1kHz -- a nice result. But of course, when using
a MOSFET one wouldn't use small resistors and big electrolytics. If
the values are scaled by 10x the Sallen-Key form doesn't look so bad.
If the values are scaled by ~200x to 220k and 0.1uF (makes sense to
me), the filter's performance is significantly improved, e.g. -50dB
at 120Hz. Surprisingly, the Sallen-Key and two-caps-to-ground forms
are nearly identical with a 500-ohm load (both have nice 86dB dip at
360Hz - can we believe that?), and are better than -67dB above 1kHz.
With a light 5k load the two-caps-to-ground form pulls ahead by a
modest 6dB, above 2kHz. But with the 67 to 86 attenuation results
shown by the Spice analysis, I'd want to spend some time fixing the
2n7000 FET's subthreshold model before taking them too seriously.
. 2n7000
. Vin ---+------------- D S ----- out
. | G * use a 10V gate-source
. | 220k 220k | 0.1 zener if Vin > 20 volts
. '-/\/\--+--/\/\--+---||--- gnd
. | 0.1
. '----||--- gnd
Before leaving this investigation, in which I used resistive loads,
the issue of capacitive loading should be taken into account. For
example, if a three-terminal regulator follows the noise filter, a
separate input capacitor is good for the regulator's stability.
Or if other "ordinary" linear circuitry follows, that'll certainly
need bypass caps.
Note, if a BJT is used, as shown below, a small base resistor or
ferrite bead might be wise to dampen RF oscillation, viz,
. ___
. Vin ---+-------------- C E ---+-------|___|--- out
. | B | |
. | | '----||---+-- gnd
. '-/\/-+-/\/-+-/\/-'
. | '----||--- gnd
. '--||-- gnd
A quick spice look with the MOSFET: adding load capacitors didn't
show much difference, more HF attenuation (78dB), and both plots
coming together above 20kHz. However, in these high-attenuation
regions, poor capacitor esr modeling can create significant errors.
Which sort of suggests using a couple of LM1117s or something...
+---------------------------------+
| |
adj |
--------in out--+--------in out------------+--------
| adj |
| | |
| +-----+-------r-------+
| | | |
| | | |
c r c c
| | | |
| | | |
+-----+-----+---------------+--gnd
John
John, Does that configuration meet the I/O minimum drop requirement?
...Jim Thompson
John Devereux said:Vin _______ _________ Vout
| \_^
R |
'-------|
C
|
--------------------
Vin +__R_+_ ___+_____ Vout
| \_^
R |
'-------|
C
|
--------------------
REAL MEN don't count on followers having unity gain ;-)
Ken said:BTW: This circuit is also sometimes called a psudo-inductor. When seen
from the Vin side, the impedance looks inductive. It is used where power
and signal both travel on the same wire.
If you need more HFE you can use a "White Darlington"
__ ______
! V_/ !
! ! !
! ! !
The NPN ends up with a quite small Vce but it still makes useful gain.
BTW: This circuit is also sometimes called a psudo-inductor. When seen
from the Vin side, the impedance looks inductive. It is used where power
and signal both travel on the same wire.
BTW: This circuit is also sometimes called a psudo-inductor. When seen
from the Vin side, the impedance looks inductive. It is used where power
and signal both travel on the same wire.
If you need more HFE you can use a "White Darlington"
__ ______
! V_/ !
! ! !
! ! !
The NPN ends up with a quite small Vce but it still makes useful gain.
Ken Smith said:BTW: This circuit is also sometimes called a psudo-inductor. When seen
from the Vin side, the impedance looks inductive. It is used where power
and signal both travel on the same wire.
If you need more HFE you can use a "White Darlington"
__ ______
! V_/ !
! ! !
! ! !
The NPN ends up with a quite small Vce but it still makes useful gain.
Yes, that's more or less what I've found too. I'm usually much more
worried about tens-of-kilohertz crap from SMPS ripple.
Winfield said:Phil Hobbs wrote...
Ah, a post SMPS filter, that's a good application.
BTW: This circuit is also sometimes called a psudo-inductor. When seen
from the Vin side, the impedance looks inductive. It is used where power
and signal both travel on the same wire.
"Ken Smith" <[email protected]> a écrit dans le message de
Unfortunatly this becomes beta dependent for its bias point and either the
NPN gets saturated or the bias point will vary with the NPN's beta and
temperature.
A simple cure would be either a diode drop or a divider to bias the base.
.------- --------.
| v / |
| --- |
| ___ | |
--+-|___|--+--- ---+-----+-
| \ ^ |
| --- |
| ___ | |
'->|---|___|--+----. |
D | | |
--- .-. ---
--- | | ---
either R or D | |R| |
| '-' |
| | |
=== === ===
GND GND GND