Dear NI Tech Support,
On the example of PXI 6281 specifications I tried to characterise the A-D converter (see below). Could you please correct where I am wrong and add what is missing in the effects and their explanations.
A. Timing accuracy ......................... 50 ppm of sample rate
a) Setting the sampling rate to 10 kS/s will result in 10kS/s*50ppm= 0.5 Hz uncertainty in the true frequency of a sinusoid generated or acquired.
For applications relying on FFT, this means that there is no point trying to improve the frequency resolution by observing for longer than 1/0.05=20s.
b) Important for phase-sensitive applications utilising non-synchronised oscillators: phase drift of 50 ppm may eventually change the phase of a signal by as much as 180 degrees (loss of coherence). Sampling at the rate of 10 kS/s will result in 1 seconds of coherence time.
B. Timing resolution ....................... 50 ns
In phase-sensitive applications, this will create a small error in measured amplitude due to the phase difference. Assuming signal frequency of 1 kHz, for co-phase channel (I), the error is limited to 1-cos(2*p*1000*50e-9)=5e-8 (equiv 24 bits), whilst for quadrature channel (Q), the error is limited to sin(2*p*1000*50e-9)=0.0003. The latter corresponds to resolution of 11.7 bits. Both are the worst case scenarious and the actual error is due to the distribution between these values?
Jitter of 1/(10kS/s)*50e-6=5ns - see
http://en.wikipedia.org/wiki/Analog-to-digital_converter - not good for digitizing 44.1 kHz or even 1 kHz at 18bits with PXI 6281 (e.g. 1.2ns jitter required for digitizing 1kHz signal with 18 bits). Here I am unsure about the applicability of the term JITTER. Please comment.
C. How are these parameters (see above) related to the reference oscillator (which also has an external input, giving the opportunity to improve the frequency stability)?
Thanking you in advance.
Sincerely
Albert