Difference between revisions of "Data mode"

From MCEWiki
(Data Modes and Windowing)
(Data Modes and Windowing)
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Break-down by bit-field:
 
Break-down by bit-field:
 
* [31:0] '''feedback_mode1a''' = sq1_fb * 2<sup>12</sup>
 
* [31:0] '''feedback_mode1a''' = sq1_fb * 2<sup>12</sup>
<br />
 
  
 
Because servo_mode=3 is the normal running condition, only feedback_mode1a is supported by most MAS programs.  The non-servoing form, feedback_mode1b, is included here for completeness.
 
Because servo_mode=3 is the normal running condition, only feedback_mode1a is supported by most MAS programs.  The non-servoing form, feedback_mode1b, is included here for completeness.
  
'''When servo_mode != 3:'''
+
'''When servo_mode != 3:''' <br />
 +
<br />
 
32b (signed) SQ1 Feedback from the rc? fb_const registers. These are DAC values. <br />
 
32b (signed) SQ1 Feedback from the rc? fb_const registers. These are DAC values. <br />
 
<br />
 
<br />

Revision as of 11:35, 18 March 2009

MCE Data Types

There are 5 types of data that the MCE can return in data packets:

  1. sq1_fb: the feedback applied by the MCE to the 1st stage SQUIDs:
    • <math>sq1\_fb_{n+1} = \frac{1}{2^{12}} \left[\left(gainp \times error_{n}\right) + \left(gaini \times \sum_{i=1}^{n} error_i\right) + \left(gaind \times [error_{n} - error_{n-1}]\right) \right]</math>
    • Where <math>\sum_{i=1}^n error_i</math> is the integral of the error from the moment the pixel was locked, and
    • Where <math>\left[error_{n} - error_{n-1} \right]</math> is the difference between the current error value and the previous one.
    • Where 'n' is the frame period index
    • Where 'i' is the frame period index since the PID-loop was locked (servo_mode = 3)
  2. error: the error calculated from the Series-Array signals sampled by the ADCs:
    • <math>error = \sum_{i=1}^{sample\_num} (adc\_reading_{i} - adc\_offset)</math>
  3. sq1_fb_filtered: the low-pass filtered SQ1 feedback (see 4-pole Butterworth low-pass filter ). The effective DC gain, including quantization error, is approximately:
    • <math>sq1\_fb\_filtered_{n} \simeq 1218 \times \left[sq1\_fb_{n-1}\right]</math>
  4. num_flux_jumps: the value stored in the flux-jump counter. See Flux jumping .
    • <math>num\_flux\_jumps_{n} = \frac{1}{flux\_quanta} \left[(sq1\_fb_{n}) - (sq1\_fb\_applied\_to\_DAC_{n})\right] </math>
  5. raw_data: raw data sampled @ 50 MHz. See Raw-mode readout .
    • <math>raw\_data = \left[adc\_reading - adc\_offset\right]</math>

Data Modes and Windowing

  • Current as of Readout Card firmware revision 4.0.c)
  • The data modes below offer the types of data listed above in various combinations, and with different windowings. Each data point in a data packet is 32 bits wide, and may have several types of data packed into it. The table below specifies the different packings.
  • The table below makes liberal use of variables sq1_fb, error, sq1_fb_filtered, num_flux_jumps, and raw_data, which are defined above.
  • Generally, a data packet contains one data point per pixel, although there are exceptions to this:
    • Fast Data: packets contain data for a subset of pixels to allow readout at a faster rate: High rate acquisition .
    • Raw Data: packets contain a 50MHz time stream of data starting from row zero.
Data Mode Summary Pixel-Data Description RC Firmware Revision
0 Error 32b (signed) co-added Error signal err[31:0].


Break-down by bit-field:

  • [31:0] error_mode0 = error
all
1 Feedback When servo_mode = 3:

32b (signed) SQ1 Feedback data fb[31:0].

Break-down by bit-field:

  • [31:0] feedback_mode1a = sq1_fb * 212

Because servo_mode=3 is the normal running condition, only feedback_mode1a is supported by most MAS programs. The non-servoing form, feedback_mode1b, is included here for completeness.

When servo_mode != 3:

32b (signed) SQ1 Feedback from the rc? fb_const registers. These are DAC values.

Break-down by bit-field:

  • [31:0] feedback_mode1b = sq1_fb
all
2 Filtered feedback 32b (signed) low-pass filtered SQ1 feedback data fb[31:0].


Break-down by bit-field:

  • [31:0] filtered_fb_mode2 = sq1_fb_filtered
2.0.5 and later
3 Raw 50 MHz Raw 50 MHz ADC samples raw[13:i], where i=0 in rev. 4.3.7 and i=6 in all previous firmware.


Break-down by bit-field:

  • [31:0] raw_mode3 = raw_data / (2i),


Only 3.0.6, 3.0.16, 3.0.25, 4.1.7, 4.2.7, 4.3.7
4 18:14 Mixed Signed 18b SQ1 feedback fb[31] & fb[28:12] + signed 14b coadded error signal err[31] & err[12:0].


Break-down by bit-field:

  • [31:14] feedback_mode4 = sq1_fb
  • [13:0] error_mode4 = error
2.0.9 and later
5 24:8 mixed Signed 24b SQ1 feedback fb[31:8] + signed 8b num_flux_jumps fj[7:0].


Break-down by bit-field:

  • [31:8] feedback_mode5 = sq1_fb * 24
  • [7:0] num_flux_jumps_mode5 = num_flux_jumps
all
6 obsolete 18:14 mixed Signed 18b filtered data filter[31] & filter[27:11] + signed 14b coadded error signal err[31] & err[12:0].


Break-down by bit-field:

  • [31:13] filtered_fb_mode6 = sq1_fb_filtered / (211)
  • [12:0] error_mode6 = error
3.0.30 to 4.0.6 only
7 22:10 mixed Signed 22b filtered data filter[31] & filter[27:7] + signed 10b coadded error signal err[31] & err[12:4].


Break-down by bit-field:

  • [31:10] filtered_fb_mode7 = sq1_fb_filtered / (27)
  • [9:0] error_mode7 = error / (24)
4.0.2 and later
8 obsolete 24:8 mixed Signed 24b filtered data filter[31:8] + signed 8b num_flux_jumps fj[7:0].


Break-down by bit-field:

  • [31:8] filtered_fb_mode8 = sq1_fb_filtered / (28)
  • [7:0] num_flux_jumps_mode8 = num_flux_jumps
4.0.4 only
9 24:8 mixed Signed 24b filtered data filter[31] & filter[23:1] + signed 8b num_flux_jumps fj[7:0].


Break-down by bit-field:

  • [31:8] filtered_fb_mode9 = sq1_fb_filtered/ (21)
  • [7:0] num_flux_jumps_mode9 = num_flux_jumps
4.0.5 and later
10 25:7 mixed Signed 25b filtered data filter[27:3] + signed 7b num_flux_jumps fj[6:0].


Break-down by bit-field:

  • [31:7] filtered_fb_mode10 = sq1_fb_filtered / (23)
  • [6:0] num_flux_jumps_mode10 = num_flux_jumps
4.1.6, 4.0.b and later

Automatic loading of data with mas_data.pro

Please note that, by default, mas_data.pro will rescale data in the following way:

  • error signals are rescaled to match the units of data mode 0.
  • sq1 feedback is rescaled to sq1_feedback (DAC) units (i.e. data mode 1 divided by 212)
  • filtered sq1 feedback is rescaled to the units of data mode 2.

This means the IDL user does not need to worry about the windowing of the different data modes for many applications.

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