Pulse height calibration
A wave-generator was connected directly to channel 0 of the DAQ. Square pulses 10 channels wide with varying amplitudes were sent into the DAQ.
| Table 1: Data files used. | ||
|---|---|---|
| Run | Amplitude | Data file |
| 1 | 1 mV | 130729_100ns_square-wave_01mV.dat |
| 2 | 5 mV | 130729_100ns_square-wave_05mV.dat |
| 3 | 10 mV | 130729_100ns_square-wave_10mV.dat |
| 4 | 15 mV | 130729_100ns_square-wave_15mV.dat |
| 5 | 20 mV | 130729_100ns_square-wave_20mV.dat |
| 6 | 25 mV | 130729_100ns_square-wave_25mV.dat |
| 7 | 30 mV | 130729_100ns_square-wave_30mV.dat |
| 8 | 35 mV | 130729_100ns_square-wave_35mV.dat |
| 9 | 40 mV | 130729_100ns_square-wave_40mV.dat |
| 10 | 45 mV | 130729_100ns_square-wave_35mV.dat |
The amplitude correction function is:
,
where
is the amplitude in channels and
is the amplitude in mV.
| Figure 2: Graph and fit of voltage to channels using average maximum amplitude for the top of a square pulse. |
|---|
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The amplitude correction function is:
,
where
is the amplitude in channels and
is the amplitude in mV.
The amplitude correction function is:
,
where
is the area in channels and
is the amplitude in mV.
All above fits are not good for pulses with an amplitude greater than around 4500 channels or 27 mV.
The width of the pulses past the saturation limit (~27mV) do not appear to be much greater than the width of the pulses below the saturation limit.
The shown in the above plots (Figures 1, 2, 3, and 4) are one standard deviation. The equation used is shown below.
,
where
is the standard deviation,
is the value of each maximum,
is the average maximum, and
is the number of maximums used for the calculation.
All calculations for each input amplitude exclude data with a baseline standard deviation greater than 9 (These pulses started within the baseline for some reason).
The square wave pulse shown in Figure 5 was taken from Run 4 (10mV input pulse).




