Yep my pot has leakage, which I don't like and with my Aleph 30 it has way too much gain. I have a black beauty Alps in my box of goodies but wanted to test pilot a cheapo version to try it out. If I raise the resistance on the shunt will it lower the gain? Will it affect anything else?
You will get more attenuation of the signal by increasing the fixed series resistance R1, instead of increasing the value of the shunt pot. Here is another look at the volume control.
The voltage at the output of the control is the voltage across the resistor R2. Call this Vout. The voltage at the input of the volume control is the output of the source, and is measured at the junction of Zs and R1 (to ground). Therefore, the ratio of Vout/Vin, which is the gain (or attenuation), is
Code:
Vout R2
---- = --------
Vin (R1+R2)
By increasing R1, Vout will be smaller than before at any given R2.
But there are other things to consider too – namely the input and output impedance of this volume control. Ideally, the input impedance of the volume control should be 10 times (or more) the output impedance of the source feeding it. The output impedance of the volume control should be 1/10th the input impedance of the next device downstream of it.
Since R1 is fixed at 11K, the input impedance of the volume control will have a minimum value of 11Kohms (shunt pot turned all the way down). As the shaft is rotated, the input impedance will increase from its base value of 11K to a maximum value of 11K + (R2 || Zamp). Here Zamp is the input impedance of the amplifier. It will be parallel to R2.
Therefore, if the output impedance of the source is around 1Kohm or less, we would have met the minimum input impedance criterion. Modern CD players should easily meet this criterion.
The output impedance of the volume control is a little bit more complicated. The input impedance of the amp (the Aleph30 in this case) is 47 Kohms. So, you would like the output impedance of the volume control to be around 5K or less.
The output impedance of the volume control is determined by looking into the volume control from the terminals of the amplifier. So, you will see the resistance R2 to ground. In parallel with R2, you will see the series combination of ZS and R1. The voltage source, being ideal, is treated as a short-circuit. So, the output impedance is R2 || (ZS + R1).
Code:
R2 * (ZS + R1)
Zout = ----------------
R2 + ZS + R1
If R2 = 0 (pot turned all the way down), Zout = 0. With the pot turned all the up (wide-open) and ignoring ZS, Zout = 100*11/111 = 9.91K which is about 1/5th the input impedance of the Aleph.
But, the maximum Zout = 9.91K is at the wide-open position. At normal listening levels, R2 will be a lot smaller, and the effective Zout is probably going to be OK for satisfying the 1:10 rule. For example, a 50% mechanical rotation on a 100K log pot will give a value of R2 = 10% of the full value. Therefore R2=10K. Therefore, Zout = 10*11/21 = 5.23K. Close to the ideal 1:10 ratio.
But you are not getting a very usable range with the 100K pot. If you increase R1 from its present value of 11K to say 20K, Zout at 50% rotation = 10*20/30 = 6.67K. Not as good as 5.23K (using R1 = 11K) but not a whole lot worse either – a ratio of 1:7, instead of the ideal 1:10. But you will get a more usable range out of the pot.
Hope this helps. Passive preamps can be difficult to get right.
Ashok
Edit: Formula for Vout/Vin assumes no amp connected, or input impedance of the amp is much higher than R2.