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ADP1621ARMZ-R7 数据表(PDF) 17 Page - Analog Devices |
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ADP1621ARMZ-R7 数据表(HTML) 17 Page - Analog Devices |
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17 / 32 page ![]() ADP1621 Rev. A | Page 17 of 32 frequency occurs well below the frequency of the RHP zero. The location of the RHP zero is determined by the following equation: () L R D f LOAD RHP Z × π × − = 2 1 2 , (25) where fZ,RHP is the RHP zero frequency, and RLOAD is the equivalent load resistance or the output voltage divided by the load current. To stabilize the regulator, ensure that the regulator crossover frequency is less than or equal to one-fifth of the RHP zero frequency and less than or equal to one-fifteenth of the switching frequency. For an initial practical design, choose the crossover frequency fC to be the lower of 15 SW C f f = (26) and 5 ,RHP Z f C f = (27) where fC is the crossover frequency, and fSW is the switching frequency. The regulator loop gain is () | | 1 | | 1 OUT CS COMP m OUT FB VL Z R n Z g D V V A × × × × × − × = (28) where AVL is the loop gain, VFB is the feedback regulation voltage (typically 1.215 V), VOUT is the regulated output voltage, D is the duty cycle, gm is the error amplifier transconductance gain (typically 300 μS), ZCOMP is the impedance of the RC network from COMP to GND, n is the current-sense amplifier gain (typically 9.5), RCS is the current-sense resistance, and ZOUT is the impedance of the load and output capacitor. In the case of lossless current sensing, as shown in Figure 28, RCS is equal to the on resistance, RDSON, of the external power MOSFET. Otherwise, RCS represents the external current-sense resistor, as shown in Figure 29. To determine the crossover frequency, it is important to note that at that frequency the compensation impedance, ZCOMP, is dominated by Resistor RCOMP, and the output impedance, ZOUT, is dominated by the impedance of the output capacitor, COUT. When solving for the crossover frequency, the equation is simplified to = | | VL A () 1 2 1 1 1 = × × π × × × × × − × OUT C CS COMP m OUT FB C f R n R g D V V (29) where fC is the crossover frequency, RCOMP is the compensation resistor, and COUT is the output capacitance. Solving for RCOMP gives () m FB OUT CS OUT C COMP g D V V R n C f R × − × × × × × × π = 1 2 (30) Once the compensation resistor, RCOMP, is known, set the zero formed by the resistor and compensation capacitor, CCOMP, to one-fourth of the crossover frequency, or COMP C COMP R f C × × π = 2 (31) Capacitor C2 is chosen to cancel the zero introduced by the output capacitance ESR. Thus, C2 should be set to (see Figure 31) COMP OUT R C ESR C × = 2 (32) where ESR represents the ESR of COUT. For low ESR output capacitors, such as ceramic capacitors, C2 is small, generally in the range of 10 pF to 400 pF. Because of the parasitic inductance, resistance, and capacitance of the PCB layout, the RCOMP, CCOMP, and C2 values might need to be adjusted by observing the load transient response of the ADP1621 to establish a stable operating system and achieve optimal transient performance. For most applications, RCOMP is in the range of 5 kΩ to 100 kΩ, and CCOMP is in the range of 100 pF to 30 nF. COMP CCOMP RCOMP C2 REF gm 2 3 Figure 31. Compensation Components SLOPE COMPENSATION The ADP1621 includes a circuit that allows adjustable slope compensation. Slope compensation is required by current- mode regulators to stabilize the current-control loop when operating in continuous conduction and the switching duty cycle is greater than 50%. Slope compensation is achieved by internally forcing a ramping current source out of the CS current-sense pin. By placing a resistor between the CS pin and the current sensing device (the drain of the external MOSFET in the case of lossless current sensing or the source of the MOSFET if a current-sense resistor is used), a voltage is developed across the resistor that is proportional to the slope-compensation current. To ensure stability of the current-mode control loop, use a compensation voltage slope that is equal to or greater than one- half of the current-sense representation of the inductor current downslope. Therefore, it follows that L V V V R f t f I R IN D OUT CS SW MIN OFF, SW SC,PK S − + × > × − × × × 1 2 (33) where RS is the slope-compensation resistor, ISC,PK is the peak slope- compensation current, fSW is the switching frequency, RCS is the current-sense resistor, VOUT is the regulated output voltage, VD is the forward-voltage drop of the diode, VIN is the input voltage, tOFF,MIN is the minimum off time, and L is the power-stage inductor. In the case of lossless current sensing, RCS is equal to the on resistance, |
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