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ADMV4420ACPZ-R2 数据表(PDF) 39 Page - Analog Devices |
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ADMV4420ACPZ-R2 数据表(HTML) 39 Page - Analog Devices |
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39 / 61 page ![]() Data Sheet ADMV4420 Rev. A | Page 39 of 61 U3 CLR2 Q2 D2 U2 DOWN UP HIGH HIGH CPOUT –IN +IN CHARGE PUMP DELAY CLR1 Q1 D1 U1 Figure 123. PFD and CP Simplified Schematic LOOP FILTER Defining a loop filter for a PLL is dependent on several dynamics, such as the PFD frequency, the N counter value, the tuning sensitivity characteristics (kVCO) of the VCO, and the selected CP current. A higher fPFD has the advantage of lowering inband phase noise performance at the expense of integer boundary spur levels when operating in fractional-N mode. Consequently, a lower fPFD can allow the PLL to operate in integer-N mode, which can eliminate integer boundary spurs at the expense of higher inband phase noise performance. Given the trade-offs, care must be taken with frequency planning and fPFD selection to ensure the appropriate inband phase noise performance is met with acceptable spur levels for the end application. The loop filter, as implemented in the ADMV4420-EVALZ evaluation board, is a third-order passive filter, as shown in Figure 124. The filter is designed with the following simulation input parameters: fPFD = 50 MHz, kVCO = 80 MHz/V, fVCO = 9.4 GHz and ICP = 1.25 mA. The resulting loop filter bandwidth and phase margin are 60 kHz and 45°, respectively. For additional guidance with loop filter simulations on the ADMV4420, contact Analog Devices, Inc., for technical support. CPOUT VTUNE C1 470pF C2 6.8nF R1 680Ω R2 1.5kΩ C3 220pF C2 DNI R3 0Ω Figure 124. Recommended Loop Filter Schematic CP CURRENT SETUP For a specifically designed loop filter, the CP current (ICP) must be set by adjusting the CP_CURRENT value in Register 0x22E. The CP current follows the equation, ICP = (CP_CURRENT + 1) × 312.5 μA (7) where CP_CURRENT is an integer value (0 to 15). Note that the default value of CP_CURRENT is 3, which yields a current of 1.25 mA. The applicable range is 312.5 µA to 5 mA, with 312.5 µA steps. To change the fPFD, if no change has been made to the existing loop filter components, it is recommended to scale the ICP using the following equation: () () () () () 1.25 mA 50 MHz × × = = CP DEFAULT PFD DEFAULT CP NEW PFD NEW PFD NEW If I ff (8) where: ICP(NEW) is the new desired ICP. ICP(DEFAULT) is the default ICP. fPFD(DEFAULT) is the default fPFD. fPFD(NEW) is the new desired fPFD. When ICP(NEW) is obtained, the CP_CURRENT value in Register 0x22E can be updated using the round function, () _ ROUND 1 312.5 μA CP NEW I CP CURRENT = − (9) where ROUND is the mathematical round function. BLEED CURRENT (CP_BLEED) SETUP The charge pump includes a binary scaled bleed current (IBLEED), which is set by using the CP_BLEED value in Register 0x22F. The bleed current introduces a slight phase offset in the PFD to improve integer boundary spurs when operating in fractional-N mode. Generally, the bleed current follows Equation 10 and provides a value that can be applicable for most applications, but there can be additional spur level improvement by empirically determining the appropriate bleed current value from actual measurements for the intended application. The applicable range is 0 µA to 956.25 µA, with 3.75 µA steps. 4 _ 3.75 μA CP BLEED I I CP BLEED N × = × = (10) where CP_BLEED is an integer value (0 to 255). When IBLEED is obtained, the CP_BLEED value in Register 0x22F can be updated using the round function, _ ROUND 3.75 μA BLEED I CP BLEED = (11) where IBLEED is the desired charge pump bleed current. MUXOUT The on-chip multiplexer output (MUXOUT) allows access to various internal signals, in addition to providing a digital lock detect function. A representative diagram is shown in Figure 125. The state of the MUXOUT pin is determined from the PLL_MUX_SEL value in Register 0x213. See Table 31 for full details. |
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