| 전자부품 데이터시트 검색엔진 |
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AN458 데이터시트(PDF) 16 Page - STMicroelectronics |
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AN458 데이터시트(HTML) 16 Page - STMicroelectronics |
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16 / 19 page ![]() AN458 APPLICATION NOTE 16/19 For a Quick calculation of some standard output voltages, the following table is useful: To obtain Vout = Vref, the pin.12 is directly connected to the output, therefore eliminating both R5 and R6. 2. INDUCTOR SELECTION: The max. duty cycle is determined by the following formula: Where: Vce(sat) = 1.5 V VF = Catch diode forward drop The maximum inductor value is then calculated: Where: f(min) 20KHz to be out of the audible range. In discontinuous mode operation, the inductor current may reach very high peaks (IPeak = 2Iout), so it is important to verify that the coil will not saturate in overload or short circuit conditions damaging the output power stage due to the high dI/dt ratio. Therefore, a correct dimensioning requires a saturation current above the maximum current limit threshold (I2max - peak = 6A). 3. Output Capacitor Selection: The output voltage ripple depends on the current ripple in the inductor and on the performance of the output capacitor at the switching frequency .The minimum value of the output filter capacitor is obtained from: where: Vripple(p-p) is the amount of ripple voltage desired. Clearly this formula doesn’t take care of the capacitor Equivalent Series Resistance (ESR) value, that is the dominant factor to define the output ripple voltage at switching frequencies greater than 20KHz. So we suggest to use also the following formula: Where the ESR(max) requirement is not satisfied by the capacitor value given by the first formula, use an higher Resistor Values for Standard Output Voltages VO R6 R5 12 4.7K Ω 6.2K Ω 15 4.7K Ω 9.1K Ω 18 4.7K Ω 12K Ω 24 4.7K Ω 18K Ω D max V out V F + V in min () V ce sa t () – V F + ------------------------------------------------------------- = Lmax V in m i n () V ce sat () – V out – 2I out m ax () f min () ⋅⋅ ----------------------------------------------------------------- Dmax ⋅ = C out I out m ax () 4V ri ppl e p p – () fmin ⋅⋅ -------------------------------------------------------- = ESR max () v ri ppl e p p – () 2I out m ax () ⋅ ------------------------------ = |
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