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AN2299 bảng dữ liệu(PDF) 17 Page - STMicroelectronics |
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AN2299 bảng dữ liệu(HTML) 17 Page - STMicroelectronics |
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17 / 26 page ![]() AN2299 Fast digital calibration procedure Rev2 17/26 From which current sensor sensitivity KS is obtained: ● Rogowski coil - Constant Ks Sensor nominal value of sensitivity again must be known, for example: – Rogowski coil=KS From values above and for both given amplification factor AI and initial calibration data, the following target values can be calculated: Target RMS reading for given In: Target RMS reading for given Vn: Voltage divider output: From which R1 resistor value is obtained: 3.3.4 Online Procedure According to the used current sensor and the chosen algorithm, a component (resistor or current sensor) of the value calculated through Eq. 16, Eq. 20, Eq. 24 or Eq. 28 respectively must be mounted on the board. To start online calibration procedure, the following has to be verified: ● EM is connected into the calibration system and it is properly configured according to the chosen application ● EM calibrators parameters are preset to initial data ● Target values of line signals are stable When the system is connected and powered on, a certain number of readings of RMS values must be performed. Due to the fact that 0.4% of ripple is present in the measured RMS values, more than ten readings of these values should be gathered each cycle (20ms at 50Hz) and average values of RMS current and voltage readings IA and VA should be computed. Consequently, from KS X I V BG 1000 • • In A I Ki • G DF • G INT • B I • • ------------------------------------------------------------------------- = [mV/A] Eq. 24 XI In K S • A I • Ki • G IN T • G DF • B I • V BG 1000 • -------------------------------------------------------------------------------------- = Eq. 25 XV fB V • B I • D UD • f M X I • ------------------------------------------ = Eq. 26 V DI V X V V BG • A V Kv G DF • B V • • ------------------------------------------------- = Eq. 27 R1 R2 Vn V DI V – V DIV ----------------------- • = [ Ω] Eq. 28 |
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