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LM43601PWPR Datasheet(PDF) 21 Page - Texas Instruments |
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LM43601PWPR Datasheet(HTML) 21 Page - Texas Instruments |
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21 / 57 page ![]() FB RFBT RFBB CFF VOUT 10000 100000 1000000 5.0 5.2 5.4 5.6 5.8 6.0 6.2 6.4 6.6 6.8 7.0 VIN (V) Load = 0.01 A Load = 0.1 A Load = 0.5 A Load = 1 A C001 21 LM43601 www.ti.com SNVSA44B – AUGUST 2014 – REVISED JANUARY 2018 Product Folder Links: LM43601 Submit Documentation Feedback Copyright © 2014–2018, Texas Instruments Incorporated Feature Description (continued) Figure 42. Switching Frequency Decreases in Dropout Operation VOUT = 5 V, FS = 1 MHz 7.3.9 Internal Compensation and CFF The LM43601 is internally compensated with RC = 400 kΩ and CC = 50 pF as shown in Functional Block Diagram. The internal compensation is designed such that the loop response is stable over the entire operating frequency and output voltage range. Depending on the output voltage, the compensation loop phase margin can be low with all ceramic capacitors. TI recommends an external feed-forward capacitor, CFF, be placed in parallel with the top resistor divider, RFBT, for optimum transient performance. Figure 43. Feed-Forward Capacitor for Loop Compensation The feed-forward capacitor CFF in parallel with RFBT places an additional zero before the cross over frequency of the control loop to boost phase margin. The zero frequency can be found by fZ-CFF = 1 / (2π × RFBT × CFF) (8) An additional pole is also introduced with CFF at the frequency of fP-CFF = 1 / (2π × CFF × ( RFBT // RFBB)) (9) Select the CFF so that the bandwidth of the control loop without the CFF is centered between fZ-CFF and fP-CFF. The zero fZ-CFF adds phase boost at the crossover frequency and improves transient response. The pole fP-CFF helps maintaining proper gain margin at frequency beyond the crossover. Designs with different combinations of output capacitors need different CFF. Different types of capacitors have different equivalent series resistance (ESR). Ceramic capacitors have the smallest ESR and require the most CFF. Electrolytic capacitors have much larger ESR and the ESR zero frequency fZ-ESR = 1 / (2π × ESR × COUT) (10) would be low enough to boost the phase up around the crossover frequency. Designs using mostly electrolytic capacitors at the output may not require any CFF. |
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