I won't check your calculations, but this looks correct to me.
The input impedance must be at least equal to the min. recommended load impedance of the preceding equipment. 50 ohms is the actual source impedance, but min. rec. Z is probably 600-2000R. The min impedance presented by the attenuator is when the shunt resistor is zero; then the impedance is 1200R, which should be adequate for most equipment.
You mentioned this figure regarding the Digi002.earthsled said:I'm still having trouble with figuring out the input and output impedance.
The input impedance must be at least equal to the min. recommended load impedance of the preceding equipment. 50 ohms is the actual source impedance, but min. rec. Z is probably 600-2000R. The min impedance presented by the attenuator is when the shunt resistor is zero; then the impedance is 1200R, which should be adequate for most equipment.
When you say 50 ohms is the actual source impedance, is there a calculation for this?
I don't derive it from the specs. It's based on the fact that Digi use standard audio AOP's. All audio AOP's can drive a 2kohms load. Some can drive less than that. A typical 5534-based floating-balanced stage can drive 600 ohms. In order to drive significantly lower loads, it takes buffered outputs or DOA's, not very likely to happen on a box that's built for cost.How is the minimum recommended impedance derived from this?
The output impedance of the attenuators vary little compared to the 20k series resistors. Each branch has an output impedance that's a little over 40k, the combined output impedance is 40k/24.Then, how do I calculate the output impedance based the 20k mixing resistors and 24 channels?
Just out of my head...earthsled said:Would you mind showing me the equation used to calculate the attenuation based on this load resistance?
Thank you for your help.
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