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ADN8834ACPZ-R2 数据表(PDF) 18 Page - Analog Devices |
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ADN8834ACPZ-R2 数据表(HTML) 18 Page - Analog Devices |
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18 / 27 page ![]() ADN8834 Data Sheet Rev. B | Page 18 of 27 APPLICATIONS INFORMATION LINEAR AMPLIFIER LDR TEC CURRENT SENSE SW PGNDS PVIN PWM POWER STAGE PWM MOSFET DRIVER CONTROL SFB PWM MODULATOR PGNDS LDR TEC PGNDL PVIN PGNDL + – OSCILLATOR IN2P OUT2 IN2N TEC DRIVER LINEAR POWER STAGE + – + – IN1P OUT1 IN1N Z2 Z1 RFB R RX RTH VREF/2 VREF VTEMPSET VOUT2 VOUT1 VIN VIN TEMPERATURE ERROR AMPLIFIER AV = RFB/(RTH + RX) – RFB/R CHOPPER 1 PID COMPENSATION AMPLIFIER AV = Z2/Z1 CHOPPER 2 Figure 33. Signal Flow Block Diagram SIGNAL FLOW The ADN8834 integrates two auto-zero amplifiers, defined as the Chopper 1 amplifier and the Chopper 2 amplifier. Both of the amplifiers can be used as standalone amplifiers; therefore, the implementation of temperature control can vary. Figure 33 shows the signal flow through the ADN8834, and a typical implementation of the temperature control loop using the Chopper 1 amplifier and the Chopper 2 amplifier. In Figure 33, the Chopper 1 and Chopper 2 amplifiers are config- ured as the thermistor input amplifier and the PID compensation amplifier, respectively. The thermistor input amplifier gains the thermistor voltage, then outputs to the PID compensation amplifier. The PID compensation amplifier then compensates a loop response over the frequency domain. The output from the compensation loop at OUT2 is fed to the linear MOSFET gate driver. The voltage at LDR is fed with OUT2 into the PWM MOSFET gate driver. Including the internal transistors, the gain of the differential output section is fixed at 5. For details on the output drivers, see the MOSFET Driver Amplifier section. THERMISTOR SETUP The thermistor has a nonlinear relationship to temperature; near optimal linearity over a specified temperature range can be achieved with the proper value of RX placed in series with the thermistor. First, the resistance of the thermistor must be known, where • RLOW = RTH at TLOW • RMID = RTH at TMID • RHIGH = RTH at THIGH TLOW and THIGH are the endpoints of the temperature range and TMID is the average. In some cases, with only the β constant available, calculate RTH using the following equation: − = R R TH T T R R 1 1 exp β where: RTH is a resistance at T (K). RR is a resistance at TR (K). |
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