- XLR in AC behavior, without phantom
- Line-out is injected into XLR in through a load resistor per branch
- Z+ = Vloaded/(Vopen-Vloaded) - (Rload + Zlo+) and so on
Calculations below use Zlo+=53.2R, Zlo-=52.2R, Zlodiff = Zlo+ + Zlo- - Measure done through picoscope, without switching voltage range
| Phantom | Freq | Input | R+ | R- | V+pp | V-pp | Vdiff | Z+ | Z- | Zdiff |
0 | 1kHz | XLR | open | open | 1,856 | 1,645 | 3,495 | |||
0 | 1kHz | XLR | 1604 | 1606 | 0,6034 | 0,5353 | 1,123 | 798 | 800 | 1570 |
0 | 1kHz | XLR | 1604 | open | 0,6028 | 1,643 | n/a | 797 | n/a | |
0 | 100Hz | XLR | open | open | 1,864 | 1,652 | 3,508 | |||
0 | 100Hz | XLR | 1604 | 1606 | 0,6097 | 0,5405 | 1,128 | 806 | 806 | 1571 |
0 | 10kHz | XLR | open | open | 1,861 | 1,65 | 3,506 | |||
0 | 100Hz | XLR | 1604 | 1606 | 0,6042 | 0,5355 | 1,127 | 797 | 797 | 1571 |
- (Zxlr+ + Zxlr-) is consistent with Zdiff= 1.54k within 2%
- Spec impedance is to be understood as differential, and is met with < 5% accuracy
- There is no significant impact of frequency
- There is no visible impact of disconnecting a branch on the other branch ⇒ XLR in is a true symmetrical design.
- From frequency response below, -0.5dB @ 13Hz
https://www.audiosciencereview.com/forum/index.php?attachments/topping-e2x2-audio-interface-dac-balanced-in-line-frequency-response-measurement-png.322564/
Assuming 1st order low-pass → Flow_pass = 4.54Hz
Assuming RC structure, AC cap s-e = 43.8µF
43µF is effectively a capa value that can be found on market, even if not the most standard (39 or 47µF) - XLR in AC behavior w/ phantom
- Line-out is injected into XLR in though AC-coupling cap + load resistor per branch
- Cap = Mundorf Ecap audio raw 470µF 63V → Z(1kHz) = -j*0.338R
- My meter readings were not stable enough. I was reluctant to take any risk with my picoscope (20V max input), so below measures are from analog scope, also not recalibrated since epoch. Accuracy is, say, ~10%
| Phantom | Inst | Input | R+ | R- | V+pp | V-pp | Z+ | Z- | Z+ + Z- |
1 | 0 | XLR | open | open | 1,63 | 1,45 | |||
1 | 0 | XLR | 1604 | 1606 | 0,535 | 0,474 | 810 | 805 | 1615 |
- Are we coping from a slight impedance change when phantom is switched on? Or it a bench artefact? Well, it’s easy to check : switch phantom power on/off, and check if it changes readings
→ nothing happened = XLR in impedances are fairly constant whether phantom supply is on or off
- Line in/inst in vs. phantom supply
- No DC on line in/int in when phantom is switched on.
- Line-out is no more involved here. In below table, DC voltages are measured when stabilised.
| Phantom | Inst | Input | Load | Vleft+ | Vleft- | Vright+ | Vright- | Zph s-e | I se (mA) |
| 0 | 0 | XLR | open | 0 | 0 | 0 | 0 | ||
| 1 | 0 | XLR | open | 46,9 | 46,9 | 46,9 | 46,9 | ||
| 1 | 0 | XLR | 10k se | 27,9 | 27,9 | 27,9 | 27,9 | 6810 | 2,79 |
| 1 | 0 | XLR | 3x10k// se | 15,4 | 15,4 | 15,4 | 15,4 | 6818 | 4,62 |
- Without external load on XLR, phantom set-up time = couple of seconds, power-down time > 1 min
Now that’s interesting : not only we see effect of AC coupling cap in the signal path, but also we see a high-value discharge impedance… - Let’s first consider the charge scenario, setting aside the “discharge resistor”.
At the time we switch on, AC-coupling capa is discharged hence null voltage. Basic expectation is therefore to see the result of a resistor bridge between phantom-coupling resistor and AC impedance.- Let’s do the model and the math
- Assuming Rp=6.81k and Zin=800, we reach Uin = 67.1% E when t=T
- Let’s check that on picoscope, with 2,21MR between XLR in and scope probe 1MR for each branch. Stabilized result is E=14.52V, so Uin(t=T) = 9.74V
Here it is right channel, cold and hot points. Trace for left channel is virtually the same.
This leads to C = 0.964/(6.81k+800) = 123µF, hey quite close to standard E12 value!
This is much higher cap value than predicted by freq response, which could indicate AC cap dominated by another low-pass in further input stages.
The charge curve starts from 0, without the expected initial step E*Zin/(Rp+Zin)~1.5V
Hum… No idea there…
- Regarding the longer-lasting discharge, it can point to either a high-value supply discharge resistor, or a supply decoupling cap, or -more probably- both!
The math is virtually the same except that target point is 4.84V, and we are looking for “Rp”.
Here is the picoscope trace.
From which is found Zdischarge = 33.47s/123.3µF - 6.81kR = 20.3k
Like the 6.81k, this looks definitely a familiar value…
So here what xlr in looks like all in all
My apologize if any inconvenience and the verbosity. FYI, I will also take a similar look to line-in (instr off).
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