sneakthief
Member
Did you know you can approximate a reverse log pot using a dual-linear pot?
Check out the schematic on the right:
"Square Law Attenuators
The figure below illustrates another way to approximate logarithmic attenuators using dual linear pots. In the first circuit, we get a nice log/audio taper. It is actually a square law, but it has a nice "feel" to it. The second circuit is an inverse sqaure law attenuator (notice it's the configuration of the first circuit flipped upside down), and is probably the more useful of the two because it approximates the reverse log taper - and reverse log pots are hard to find.
Use similar rules about keeping the load resistance RL 10 times the value of the pot to minimize loading effects.
For the square law attenuator, The equivalent resistance presented by the network (as seen by Vin) varies from Rpot || RL when the pot is at 0% rotation, to Rpot when it is at 100% rotation.
For the inverse square law attenuator, The equivalent resistance presented by the network varies from Rpot || RL when the pot is at 0% rotation, to Rpot / 2 when it is at 100% rotation."
- Courtesy Scott Bernardi: http://home.comcast.net/~sbernardi/elec/og2/partsub_pots.html
Check out the schematic on the right:
"Square Law Attenuators
The figure below illustrates another way to approximate logarithmic attenuators using dual linear pots. In the first circuit, we get a nice log/audio taper. It is actually a square law, but it has a nice "feel" to it. The second circuit is an inverse sqaure law attenuator (notice it's the configuration of the first circuit flipped upside down), and is probably the more useful of the two because it approximates the reverse log taper - and reverse log pots are hard to find.
Use similar rules about keeping the load resistance RL 10 times the value of the pot to minimize loading effects.
For the square law attenuator, The equivalent resistance presented by the network (as seen by Vin) varies from Rpot || RL when the pot is at 0% rotation, to Rpot when it is at 100% rotation.
For the inverse square law attenuator, The equivalent resistance presented by the network varies from Rpot || RL when the pot is at 0% rotation, to Rpot / 2 when it is at 100% rotation."
- Courtesy Scott Bernardi: http://home.comcast.net/~sbernardi/elec/og2/partsub_pots.html