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MAX038C/D Datasheet(PDF) 13 Page - Maxim Integrated Products |
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MAX038C/D Datasheet(HTML) 13 Page - Maxim Integrated Products |
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13 / 16 page ![]() PDO is a rectangular current-pulse train, alternating between 0µA and 500µA. It has a 50% duty cycle when the MAX038 output and PDI are in phase-quadrature (90° out of phase). The duty cycle approaches 100% as the phase difference approaches 180° and con- versely, approaches 0% as the phase difference approaches 0°. The gain of the phase detector (KD) can be expressed as: KD = 0.318 x RPD (volts/radian) [16] where RPD = phase-detector gain-setting resistor. When the loop is in lock, the input signals to the phase detector are in approximate phase quadrature, the duty cycle is 50%, and the average current at PDO is 250µA (the current sink of FADJ). This current is divided between FADJ and RPD; 250µA always goes into FADJ and any difference current is developed across RPD, creating VFADJ (both polarities). For example, as the phase difference increases, PDO duty cycle increases, the average current increases, and the voltage on RPD (and VFADJ) becomes more positive. This in turn decreases the oscillator frequency, reducing the phase difference, thus maintaining phase lock. The higher RPD is, the greater VFADJ is for a given phase differ- ence; in other words, the greater the loop gain, the less the capture range. The current from PDO must also charge CPD, so the rate at which VFADJ changes (the loop bandwidth) is inversely proportional to CPD. The phase error (deviation from phase quadrature) depends on the open-loop gain of the PLL and the ini- tial frequency deviation of the oscillator from the exter- nal signal source. The oscillator conversion gain (Ko) is: KO = ∆ωo ÷ ∆VFADJ [17] which, from equation [6] is: KO = 3.43 x ωo (radians/sec) [18] The loop gain of the PLL system (KV) is: KV = KD x KO [19] where: KD = detector gain KO = oscillator gain. With a loop filter having a response F(s), the open-loop transfer function, T(s), is: T(s) = KD x KO x F(s) ÷ s [20] Using linear feedback analysis techniques, the closed- loop transfer characteristic, H(s), can be related to the open-loop transfer function as follows: H(s) = T(s) ÷ [1+ T(s)] [21] The transient performance and the frequency response of the PLL depends on the choice of the filter charac- teristic, F(s). When the MAX038 internal phase detector is not used, PDI and PDO should be connected to GND. External Phase Detectors External phase detectors may be used instead of the internal phase detector. The external phase detector shown in Figure 4 duplicates the action of the MAX038’s internal phase detector, but the optional ÷N circuit can be placed between the SYNC output and the phase detector in applications requiring synchronizing to an exact multiple of the external oscillator. The resistor net- work consisting of R4, R5, and R6 sets the sync range, while capacitor C4 sets the capture range. Note that this type of phase detector (with or without the ÷N cir- cuit) locks onto harmonics of the external oscillator as well as the fundamental. With no external oscillator input, this circuit can be unpredictable, depending on the state of the external input DC level. Figure 4 shows a frequency phase detector that locks onto only the fundamental of the external oscillator. With no external oscillator input, the output of the fre- quency phase detector is a positive DC voltage, and the oscillations are at the lowest frequency as set by R4, R5, and R6. High-Frequency Waveform Generator ______________________________________________________________________________________ 13 MAX038 GND COSC 12 A0 V- 18 11 9 2 6 GND GND 15 DGND GND GND 5 8 10 7 1 13 3 FADJ IIN DADJ REF RD OUT PDI PDO V+ A1 4 17 DV+ 16 20 +5V -5V C2 1µF C1 1µF CENTER FREQUENCY 50 Ω ROUT CF RPD CPD 19 RF OUTPUT SYNC 14 EXTERNAL OSC INPUT Figure 3. Phase-Locked Loop Using Internal Phase Detector |
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