I have done some further work to understand how to feed directly the microphones DPA4060 from the Microtracker (MT) 24/96 so to avoid a battery box and reduce the rig to simply the MT24/96, the DPA4060 and eventually a battery extender for the MT.
I started making some measurements of the characteristics of the MT 1/4" TRS inpur (phantom power on). The summary of the results is as follows:
Load, kΩ R-S, V T-S, V R-S, mA T-S, mA R-S input T-S input R, kΩ R, kΩ
0 30 30 0 0 n.d. n.d.
45000 26.04 26.05 0.579 0.579 6843 6823
30000 24.42 24.43 0.814 0.814 6855 6840
15000 20.58 20.6 1.372 1.373 6866 6845
Therefore it appears that the 30 V phantom powers is passing through a 6.8K resistor (as per the phantom power spec) per each of the two balanced lines (Tip and Ring of the TRS). This was a good surprise to me, after reading tons of bad things about the weakness of the MT phantom power supply.
Comforted by these findings, I then utilized the schematic diagram provided by DPA for its adapter DAD6001, microDot to XLR (P48), designed to connect the DPA4060 to a 48 V phantom power supply.
I made the following considerations / calculations to adapt this schematic (attached) to the 30 V phantom power provided by the MT (instead of the standard 48 V).
Case 1
By analyzing the schematic diagram of the DPA DAD6001 it can be deducted that:
• If the 4060 is fed with a tension of 8.2 Volts max. (fixed by the Zener diode), the relative calculated current is 0.82 mA (OHM's Law)
• Considering the MT 24/96 (30V vs. 48V) feeding the same 0.82 mA to the load (which is 0.41 mA per each line of the balanced power supply (Tip and Ring), then the resistors total value (Rint+R2B+R1//R3) has to be 26.511 kΩ
• Therefore each resistor R1, R2B and R3 for use with the MT 24/96 phantom power has the value of 15.407 kΩ (instead of 30 kΩ of the DAD6001).
Considerations
I was initially thinking to remove the 8.2 V Zener, but it is better keeping it to ensure the maximum voltage applied to the mic does not exceed 8.2 V. This Zener is never intervening in normal operation (since the Zener characteristic is non-linear and would cause distortion in the signal), so in normal operation the maximum voltage applied to the 4060 should be significantly lower than 8.2 Volts.
Case 2
The minimum supply voltage recommended by DPA is 5 Volts. If we consider this value in our calculations we have:
• With the 4060 fed with a tension of 5.00 V (below the Zener threshold), the relative calculated current is 0.89 mA (OHM's Law)
• Considering the MT 24/96 (30V vs. 48V) feeding the same 0.89 mA to the load )i.e. 0.44 mA per each line of the balanced power supply (Tip and Ring), then the resistors total value (Rint+R2B+R1//R3) has to be 28.140 kΩ
• Therefore each resistor R1, R2B and R3 for use with the MT 24/96 phantom power has the value of 16.493 kΩ (instead of 30 kΩ of the DAD6001).
Case 3
Following another hint, derived by the declared total consumption of the DAD6001 not exceeding 0.5 mA, we have the 4060 fed with a current of 0.5 mA. The relative calculated voltage drop in the resistors is then 24.20 Volts, which gives 23.80 Volts fed to the 4060 !! This is not possible, the Zener would intervene before. So this case is discarded.
Case 4
Another case descends from the DPA statement that the DAD6001 works with voltages down to 10 V per each line. In this case the current fed to the 4060 has to be very low, in fact if the 4060 is fed with a current of 0.15 mA, then the relative calculated voltage drop in the resistors is 7.26 V, which gives 2.74 V fed to the 4060. If this is true, then the 4060 can be fed with a very wide range of voltages and currents.
Considerations 2
It is clear that whatever calculation we do is not complete if we don't model the DPA4060 itself. As per my initial post, I made a few measurements of the 4060 in direct connection with the MT 24/96 (a bit risky, I would say now, but at the time I was just starting) as follows:
• Test 1: 4060 connected to the MT 1/8" mic input (with plug-in power):
o V = 2.52 Volts
o I = 0.9 mA => Therefore Rmic= 2.800 kΩ
• Test 2: 4060 connected to the MT 1/4" mic input (T+S) with phantom power on:
o V= 2.592 Volts
o I= 4.02 mA => Therefore Rmic= 0.645 kΩ
In Test 2 it is likely that some form of internal protection intervened to limit the voltage, so I think that the current increase is not representative. Therefore, based on these tests, it could be deducted that the real operating voltage of the 4060 is around 2.5 Volts, with a current of 0.9 mA and a 4060 internal “resistance” around 2.800 kΩ.
Case 5
Repeating the calculations for the 4060 fed with a tension of 2.52 V and a current of 0.90 mA and considering the MT 24/96 (30V vs 48) feeding the same 0.90 mA to the load, i.e. 0.45 mA per each line of the balanced power supply (Tip and Ring), then the resistors total value (Rint+R2B+R1//R3) is 30.533 kΩ, which means that each resistor R1, R2B and R3 adapted to the MT 24/96 phantom power has the value of 18.089 kΩ (instead of 30 kΩ of the DAD6001).
Conclusions
Based on the above considerations, it seems to me the most sensible option to be with the DPA4060 fed by
a tension of 2.52 volts. In this case the current should be 0.90 mA.
Therefore the adaptor based on the DPA DAD6001 scheme modified for the 30 V phantom power provided by the MT 24/96 shall have:
o All resistors: 18.089 kΩ (rouded up to 18.2 kΩ standard value)
o Zener: 8.2 Volts (as a protection of the 4060)
o All caps: 10 µF electrolytic as per DPA design (I will try to find a Polypropylene cap for the condenser C2, which gives the signal to the mic input, otherwise I will add a 100 nF bypass cap in parallel to the electrolytic one).
I’ll now build and test it. Hope it works, so I can “stealth” more easily my rig.
As a byproduct of this work, I think the MT implementation of phantom power is correct, maybe is not good for all mics, but for those requiring low current (and the DPA should be one of them) it should be OK.
Hope this is of interest and look forward to comments, contributions, etc.
Giovanni
PS: I can't insert the schematic of the DAD6001. Anyway it is available on the DPA website