Closed alessandrofelder closed 4 years ago
A small experiment with synthetic data of the right order of magnitude suggests this is unlikely
> in_ms = 1000+np.random.randint(500, size=20000)
> in_s = in_ms/1e6
> np.mean(in_s)
0.0012501052000000001
>np.mean(in_ms)/1e6
0.0012501052
> np.sum(in_s)/20000
0.0012501052000000001
> np.sum(in_ms)/20000/1e6
0.0012501052
> np.mean(in_s)-np.mean(in_ms)/1e6
2.168404344971009e-19
Closing for now, as none of my manual little Python command line tests (such as the one above) resulted in any worrying differences. Comparing with MatLab results will test this again, too.
The
dwell_time
, obtained from the header, and thepixel_time_offsets
, obtained from theSingle_cycle_relatives_times(_HW).txt
file, contain data in microsecond.The
CalcDataAnalysis
code converts these to milliseconds and works with that. Our current code converts these to seconds and works with that. I wonder whether this can lead to numerical errors in real life examples?A candidate to check would be the average cycle time in
new-labview
, as a lot of converted times are summed there.This issue relates to #59 - we should know what precision guarantees are given by LabView and by the microscope, and ensure that our numerical errors are less than that.