Digital MMs sample and require a periodic waveform to give accurate results 
- even so-called "true RMS" DMMs do this. The whole business of what 
constitutes a "true RMS" reading is beyond the scope of this note - e.g. 
how is any super-imposed DC level incorporated in the calculation - most 
so-called true-RMS DMMs are AC coupled for the purposes of RMS 
calculations, i.e. they ignore any underlying DC offset.

Anyway, as the pulses are essentially square waves, the average current 
(M:S ratio x peak) is a good first approximation to the RMS value.

As the tubes are multiplexed, the current waveform will confuse any DMM - I 
suspect even good Flukes and Tektronix ones will have the same problem.

What you need is an analogue MM, like an old AVO or something with a needle 
- the analogue movement smooths and averages the pulses - set it on a volts 
range and measure the drop over the anode resistor - then measure the anode 
resistor accurately using your DMM, and calculate the average current that 
way (if the analogue meter you are using isn't a valve or FET-input type, 
don't forget to compensate for the input resistance in parallel with the 
anode resistor - it'll be something like 20,000 ohms/volt). Otherwise you 
will need a 'scope to measure the voltage pulses and do the calculations 
from those.

Lot to be said for analogue MMs...

Nick

On Sunday, March 4, 2012 10:26:23 PM UTC, Imbanon wrote:
>
> Hi all! 
>
> I have a question about multiplexed nixies (2x3 - 2 turned on at a 
> time). 
> First of all.. I cannot get a 2mA (or at least I think so) on my 
> IN-14s. It lead me to completely remove the anode resistor! Can a 
> nixie tube be harmed if it does not have an anode resistor? Without 
> any resistors, I can get up to 1.8mA measured with my multimeter in DC 
> mode. 
>
> So I figured to try to calculate it. I think that the multimeter in DC 
> mode shows average readings (that's true, right?). So with the formula 
> that the average current equals Vpp*T1/T, in which T1=4ma, T=13.6 and 
> Iavg=1.8mA, Vpp equals 6.12mA. 
> Is that really possible? I would say that the current would be much 
> higher. My 555 supply is capable to deliver at least 15mA at 200V 
> (tested). 
> So with Vpp I calculated that by the RMS formula Irms=Vpp*sqrt(T1/T), 
> RMS current is 3.32mA, which is impossible by my judgement of 
> brightness. 
>
> I will hopefully get my hands on a scope this week to check out the 
> real peak current. But is there anything I can do before, or even if I 
> get a chance to use a scope? 
>
> Many thanks!

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