Hello All,
I know I know... search function. Well I feel like I've done about a thousand hours of search function on this and various other forums, but I still can't seem to find the answers I'm looking for. I'll start by explaining the project a bit:
-Unbalanced, 5 channel into 1, PASSIVE mixer, just level pots for each channel, no switches or pan
-Will be feeding a LINE amplifier, not a MIC amplifier (most likely will be seeing 10k input load)
-All inputs guaranteed very low impedance (~100ohm or less)
-Channel interaction is less important to me than overall S/N loss and distortion
Right now I have built a dinky little prototype 2 to 1 version, but I am finding some problems and can't quite seem to figure the solutions out on my own. The circuit I'm using right now has each input (1/4" TS) going tip to terminal 3 of a 10k pot, and sleeve to common ground. The pots both have 5k resistors on terminal 2, and terminal 1 goes to ground. All grounds are connected.
NOTE: I realize that using 10k pots and 5k mix resistors doesn't make sense, but its what I had laying around at the time.
Now for my issues / questions!
-There seems to be some overall high end loss, which I'm guessing is due to improper impedance bridging from the output to the input of the line amp... the problem is I've seen so many equations for figuring the output impedance of the passive mixer that I can't quite seem to straighten things out... So, I need to know precisely the steps taken to determine output impedance of a circuit like this.
-I intend to try and get away with 1k pots and 5k mix resistors in the end. I realize that's a very low number for the pots, but I'm assuming since they will be receiving guaranteed very low impedance signals, it will be okay (~10:1 rule?). From what I gather, having the mix resistors several times the pot value will help to keep the overall output impedance more stable. Is this correct? Am I crazy? I'm open to any suggestions.
-I was thinking originally that I would not need a shunt resistor as proposed in NYdave and others' designs, due to the fact that I am not feeding a mic pre. However, it seems that due to impedance loading issues, it may be best to include one. Again, the output will be seeing a 10k line amp input impedance, so I'm thinking overall output Z should be less than 1k. Any additional information on this, and how to calculate the optimal shunt resistor value would be extremely helpful. Keep in mind this is unbalanced, so the resistor values will not be doubled.
-On that note, how would I calculate resistance assuming pots in-line with single resistors... the whole subject has confused me as I'm no electronics expert. I keep thinking I have found the answer, and then I'll test it with some math or a multimeter and find myself completely confused.
Basically... I know this topic has been beaten to death, but due to the fact that my design goals are quite different from the average 16:2 balanced summing mixer blah blah blah, I figured it may be reasonable for me to seek guidance.
Many thanks in advance!
-InBetween
I know I know... search function. Well I feel like I've done about a thousand hours of search function on this and various other forums, but I still can't seem to find the answers I'm looking for. I'll start by explaining the project a bit:
-Unbalanced, 5 channel into 1, PASSIVE mixer, just level pots for each channel, no switches or pan
-Will be feeding a LINE amplifier, not a MIC amplifier (most likely will be seeing 10k input load)
-All inputs guaranteed very low impedance (~100ohm or less)
-Channel interaction is less important to me than overall S/N loss and distortion
Right now I have built a dinky little prototype 2 to 1 version, but I am finding some problems and can't quite seem to figure the solutions out on my own. The circuit I'm using right now has each input (1/4" TS) going tip to terminal 3 of a 10k pot, and sleeve to common ground. The pots both have 5k resistors on terminal 2, and terminal 1 goes to ground. All grounds are connected.
NOTE: I realize that using 10k pots and 5k mix resistors doesn't make sense, but its what I had laying around at the time.
Now for my issues / questions!
-There seems to be some overall high end loss, which I'm guessing is due to improper impedance bridging from the output to the input of the line amp... the problem is I've seen so many equations for figuring the output impedance of the passive mixer that I can't quite seem to straighten things out... So, I need to know precisely the steps taken to determine output impedance of a circuit like this.
-I intend to try and get away with 1k pots and 5k mix resistors in the end. I realize that's a very low number for the pots, but I'm assuming since they will be receiving guaranteed very low impedance signals, it will be okay (~10:1 rule?). From what I gather, having the mix resistors several times the pot value will help to keep the overall output impedance more stable. Is this correct? Am I crazy? I'm open to any suggestions.
-I was thinking originally that I would not need a shunt resistor as proposed in NYdave and others' designs, due to the fact that I am not feeding a mic pre. However, it seems that due to impedance loading issues, it may be best to include one. Again, the output will be seeing a 10k line amp input impedance, so I'm thinking overall output Z should be less than 1k. Any additional information on this, and how to calculate the optimal shunt resistor value would be extremely helpful. Keep in mind this is unbalanced, so the resistor values will not be doubled.
-On that note, how would I calculate resistance assuming pots in-line with single resistors... the whole subject has confused me as I'm no electronics expert. I keep thinking I have found the answer, and then I'll test it with some math or a multimeter and find myself completely confused.
Basically... I know this topic has been beaten to death, but due to the fact that my design goals are quite different from the average 16:2 balanced summing mixer blah blah blah, I figured it may be reasonable for me to seek guidance.
Many thanks in advance!
-InBetween