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MAXQ3183-RAN+ Folha de dados(PDF) 66 Page - Maxim Integrated Products |
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MAXQ3183-RAN+ Folha de dados(HTML) 66 Page - Maxim Integrated Products |
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66 / 102 page ![]() Low-Power, Multifunction, Polyphase AFE with Harmonics and Tamper Detect 66 ______________________________________________________________________________________ • Divide the applied value (in meter unit) by the value read from the MAXQ3183. The result should be a value between 0 and 2. If the value falls outside of this range, you have probably miscalculated IFS. • Multiply the calculated value by 214. The result is the gain value to be programmed into A.I_GAIN. Ensure the most significant bit is 0. When the gain value is programmed, wait for approxi- mately 2 to 3 seconds, then reread the RMS value from A.IRMS. Check that the measured value is correct by comparing A.IRMS against the applied current in meter unit. Current Calibration Example Assume IFS is 102.4A and the meter has a base current of 10A and a maximum current of 60A. • The meter is calibrated at the base current of 10A. • Convert the applied current to meter units. This cal- culation gives 10 x 224/102.4 = 1,638,400 = 0x00190000. • Read the A.IRMS register. You read 0x0017DC85. This is 1,563,781 decimal. • Divide the applied current by the current read from the meter. The result is 1,638,400/1,563,781 = 1.0477. • Multiply by 214 x 1.0477 = 17,166 = 0x430E. Write this value to the A.I_GAIN register. Calibrating Phase Offset For this calibration step, it is necessary to have a power factor meter, capable of measuring phase angle, con- nected in the same circuit as the MAXQ3183 meter. Note that calibration can be performed at any precision power factor setting. We use a pure resistive load (PF = 1.0) load to illustrate the procedure. • Apply a resistive load to the meter; the current drawn by the load should correspond to the base current of your meter. • Record the phase angle and direction (capacitive or inductive) reported on the power factor meter. • Read and record the real and reactive energy from the X.ACT and X.REA registers. Divide the reactive energy by the real energy. This is the tangent of the power-phase angle. • Read the X.REA register. If the high-order bit is set, the power factor reported in the above step is capac- itive. If the high-order bit is clear, the power factor reported in the above step is inductive. • Now determine the correction factor: treating capaci- tive values as negative and inductive values as posi- tive, subtract the angle read from the MAXQ3183 from the angle read from the reference meter. The result is the compensation angle. • Multiply the compensation angle (in radians) by 65,536. This is the value to write into X.PA0. If I1THR and I2THR are left at their default values (0x0000), then the value in X.PA0 is applied to the full measurement range. Alternatively, you could write the same value into X.PA0, X.PA1, and X.PA2. Then the same compensation is applied through the whole mea- surement range regardless of the I1THR and I2THR set- tings. If desired, calibrate for the phase angle at up to three different current levels to compensate for nonlin- earity in the current sensor. See the Advanced Operation section for more information. Phase Offset Calibration Example Assume the meter is a 10/60 meter; that is, the base current is 10A and the maximum rated current is 60A. IFS is 102.4A and VFS is 558.1V. The test point is 10A and 240V. • Connect the MAXQ3183-based meter under test in series with a lab grade reference meter. See the con- figuration below. • Apply power to the meter and apply a load of 10A resistive. • Verify that the I1THR, I2THR, A.PA0, A.PA1, and A.PA2 registers contain zero. • Read the power factor on the reference meter. You read 1.5° capacitive. This is not unusual. The load might not be truly resistive or reactance in the test configuration could be reflected in the measurement. • Read the real energy from register A.ACT (0x1D0). You read 0x2865D6 (2,646,510 meter units). • Read the reactive energy from register A.REA (0x1D4). You read 0xFFFFA5C0 (-23,104 meter units). • Divide the reactive by the active power: -23,104/ 2,646,510 = -0.009. V LAB METER V UNIT UNDER TEST LOAD LINE NEUTRAL Figure 15. Offset Testing Setup |
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