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AN3322 Datasheet(PDF) 24 Page - STMicroelectronics

Part # AN3322
Description  Watt-hour meter based on the STM32F101 microcontroller
PDF  38 Pages
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Manufacturer  STMICROELECTRONICS [STMicroelectronics]
Direct Link  http://www.st.com
Logo STMICROELECTRONICS - STMicroelectronics

AN3322 Datasheet(HTML) 24 Page - STMicroelectronics

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Computational issues and compensation algorithms
AN3322
24/38
DocID18304 Rev 1
2.2
Timer evaluation for coherent sampling triggering
In order to introduce coherent sampling into the system, it must be evaluated, if the timer
and its resolution is precise enough to ensure precise outputs (instant power, RMS voltage
and current). This section evaluates the quality of the synchronization with the network
which is possible with the given system. It evaluates errors in respect to the distance from
ideal synchronization to the network.
Sampling frequency for 44 samples per 20 ms (per one cycle of mains 50 Hz) results in the
ADC sample time of 454.5
s.
The STM32 timer used for synchronization with the network and for triggering of the ADC
sampling is a 16-bit timer. This timer has a time stamp generation resolution: 27.777 ns
when the STM32 is running on 36 MHz.
Precision of sampling frequency generation
One cycle of 50 Hz can be divided exactly into 720.000 steps when using the given timer.
The timer generates 16363 time stamp events within two subsequent sampling triggers out
of 44.
The error of the trigger generation for one sample position is:
Equation 27
1 / 16363 = 0.000061 = 0.0061% ~ 0.01%
Experimental results in Figure 13 show the influence of the sampling instant generation
correctness on the instant power error.
Table 4. Precision vs. timer setting. Simulated on signal u (t) = sin (2 x pi x 50 x t)
Distance from
ideal sampling
(timer steps)
Sample time error
(%)
URMS
(V)
Error URMS
(%)
P at 1
(W)
Error P (%)
1
0.0089
0.707075
0.004
0.499956
0.009
10
0.0889
0.706794
0.044
0.499557
0.089
100
0.8889
0.703984
0.443
0.467189
0.881
500
4.4444
0.692307
2.093
0.479290
4.142
1000
8.8888
0.681974
3.554
0.465089
6.982
1406
12.4965
0.678874
3.993
0.460870
7.826
2812
24.9956
0.701548
0.786
0.492170
1.566
4218
37.4895
0.724468
-2.455
0.524853
-4.971
5625(1)
1. 5625 = 11250/2 is exactly half of the sampling period, so the error is zero. Table 4 was computed for the
same setting taking 64 samples per period instead of 44. For 44 samples per second, the errors indicated
are even lower, see the text above Table 4.
50.0000
0.707107
0.000
0.500000
0.000



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