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LM21215A Datasheet(PDF) 21 Page - Texas Instruments |
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LM21215A Datasheet(HTML) 21 Page - Texas Instruments |
21 / 32 page CC2 = CC1 S fSWRC1 CC1 -1 = 71 pF 1 CC1 = S fLCRC1 = 1.99 nF RC1 = fCROSSOVER fLC 'VRAMP VIN RFB1 = 100 kHz 17.4 kHz 10 k: 0.8 V 5.0 V = 9.2 k: fZ2 = fLC = fP1 = fESR = 2 fP2 = fsw fZ1 = fLC 2 1 2SRC1CC1 = 1 2S(RC1 + RFB1)CC3 CC1 + CC2 2SRC1 CC1CC2 1 2SRC2CC3 = LM21215A www.ti.com SNOSB87B – MARCH 2011 – REVISED MARCH 2013 The dependancy of the pole and zero locations on the compensation components is described below. An example of the step-by-step procedure to generate compensation component values using the typical application setup (see Figure 40) is given. The parameters needed for the compensation values are given in the table below. Parameter Value VIN 5.0V VOUT 1.2V IOUT 15A fCROSSOVER 100 kHz L 0.56 µH RDCR 1.8 m Ω CO 150 µF RESR 1.0 m Ω ΔVRAMP 0.8V fSW 500 kHz where ΔVRAMP is the oscillator peak-to-peak ramp voltage (nominally 0.8V), and fCROSSOVER is the frequency at which the open-loop gain is a magnitude of 1. It is recommended that the fcrossover not exceed one-fifth of the switching frequency. The output capacitance, CO, depends on capacitor chemistry and bias voltage. For Multi- Layer Ceramic Capacitors (MLCC), the total capacitance will degrade as the DC bias voltage is increased. Measuring the actual capacitance value for the output capacitors at the output voltage is recommended to accurately calculate the compensation network. The example given here is the total output capacitance using the three MLCC output capacitors biased at 1.2V, as seen in the typical application schematic, Figure 40. Note that it is more conservative, from a stability standpoint, to err on the side of a smaller output capacitance value in the compensation calculations rather than a larger, as this will result in a lower bandwidth but increased phase margin. First, a the value of RFB1 should be chosen. A typical value is 10kΩ. From this, the value of RC1 can be calculated to set the mid-band gain so that the desired crossover frequency is achieved: (13) Next, the value of CC1 can be calculated by placing a zero at half of the LC double pole frequency (fLC): (14) Now the value of CC2 can be calculated to place a pole at half of the switching frequency (fSW): (15) Copyright © 2011–2013, Texas Instruments Incorporated Submit Documentation Feedback 21 Product Folder Links: LM21215A |
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