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LED5000 数据表(PDF) 18 Page - STMicroelectronics |
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LED5000 数据表(HTML) 18 Page - STMicroelectronics |
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18 / 52 page ![]() Application notes - buck conversion LED5000 18/51 Doc ID 023951 Rev 1 With the power components selected in accordance with Chapter 5.9: Component selection and given the BW specification, the components composing the compensation network can be calculated as: Equation 16 where the term mC is represented in Equation 4, RLOAD the equivalent loading resistor ( Equation 12), RS the sensing resistor value, Gm the error amplifier transconductance and RCS the current sense gain (Table 5: Electrical characteristics) Equation 17 where K represents the leading position of the FZ (Equation 11) with respect to the system bandwidth. In general, a value of 2 gives enough phase margin to the overall small loop transfer function. 5.7 Example of system design Design specification: VIN=48 V, VFW_LED=3.7 V, nLED= 10, rLED= 1.1 W, ILED= 1 A, ILED RIPPLE= 2% The inductor and capacitor value are dimensioned to meet the ILED RIPPLE specification (see Chapter 5.9.2 for output capacitor and inductor selection guidelines): L=22 μH, COUT=1.0 μF mlcc (negligible ESR) In accordance with Chapter 5.9.1 the sensing resistor value is: Equation 18 Assuming a system bandwidth of: Equation 19 the ideal values of the components making up the compensation network is: Equation 20 Final component selection is based on commercial values and a small capacitor CP is added to reduce noise at the error amplifier output. CP slightly decreases the BW and phase margin. R C 1 R LOAD T SW ⋅ L ------------------------------------ m C 1D – () 0.5 – ⋅ [] ⋅ + f P ----------------------------------------------------------------------------------------------------------- BW R CS ⋅ G m R S ⋅ ---------------------------- ⋅ = C C K R C BW ⋅ ------------------------ = R S 200 mV 1 A -------------------- 200 m Ω == BW 70 kHz BW MAX < = R C 43 k Ω = C C 650 pF = |
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