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STPM10 数据表(PDF) 36 Page - STMicroelectronics

部件名 STPM10
功能描述  Programmable single-phase energy metering IC with tamper detection
PDF  47 Pages
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制造商  STMICROELECTRONICS [STMicroelectronics]
网页  http://www.st.com
标志 STMICROELECTRONICS - STMicroelectronics

STPM10 数据表(HTML) 36 Page - STMicroelectronics

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Theory of operation
STPM10
36/47
DocID17728 Rev 5
1. Disable the SPI module
2. Set the SDI pin, which is connected to SDA as an output
3. Activate SYN first, and then SCS
4. Apply a new bit value to SDI, and activate SCL
5. Deactivate SCL
6. Repeat the previous two steps seven times to complete a one byte transfer
7. Repeat the previous three steps for any remaining byte transfers
8. Set the SDI pin as an input
9. Deactivate SCS and SYN
10. Enable the SPI module
In case of a pre-charge command (0xFF), the emulation above is not necessary. Due to the
pull-up device on the SDA pin of the STPM10, the processor needs to perform the following
steps:
1. Activate SYN first in order to latch the results
2. After at least 1 μs, activate SCS
3. Write one byte to the transmitter of SPI (this produces 8 pulses on SCL with SDI=1)
4. Deactivate SYN
5. Optionally read the data records (the sequence of reading is altered)
6. Deactivate SCS
7.23
Energy calculation algorithm
Within the STPM10, the computing section of the measured active power uses a
completely new patented signal processing approach. This approach allows the device to
reach high level of performance in terms of accuracy. The signals, coming from the
sensors, for the instantaneous voltage are calculated as follows:
Equation 5:
v(t) = V·sin ωt
where V is the peak voltage and ω is related to the line frequency.
The instantaneous current is calculated using:
Equation 6:
i(t) = I· sin (ωt + ϕ) where I is the peak current, ω is related to the line frequency and ϕ is
the phase difference between voltage and current.
7.23.1
Active power
In the STPM10, after the pre-conditioning and the A/D conversion, the digital voltage signal
(which is dynamically more stable with respect to the current signal) is processed by a
differentiator stage which transforms:
Equation 7:
v(t) → v’(t) = dv/dt = V
⋅ ω ⋅ cos ωt
See Figure 26: "Active energy computation diagram" (5)



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