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STLDC08 データシート(PDF) 17 Page - STMicroelectronics |
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STLDC08 データシート(HTML) 17 Page - STMicroelectronics |
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17 / 29 page ![]() STLDC08 Application information Doc ID 18476 Rev 1 17/29 As a first approximation we choose the inductor ripple current, IL, equal to approximately 40 % of the output current. Higher ripple current allows for smaller inductors, but it also increases the output capacitance for a given LED current ripple requirement. Conversely, lower ripple current can be obtained increasing the value of the inductance, and this enables a reduction of the output capacitor value. This trade-off can be altered once standard inductance and capacitance values are chosen. IL is determined by the input and output voltage, the value of the inductance, and TOFF. The minimum value of inductance which guarantees the fixed inductor ripple current can be determined using the following equation: Equation 4 where Vd is the forward drop of the Schottky diode, IL is the fixed inductor ripple current, and TOFF is the constant OFF time. The following equation shows the average inductor current as a function of the output current and duty cycle. Equation 5 An inductor that can carry the maximum input DC current which occurs at the minimum input voltage should be chosen. The peak-to-peak ripple current is set by the inductance and a good starting point is to choose a ripple current of at least 40 % of its maximum value of the: Figure 18. Timing diagram I RIPPLE I L t I PEAK I OUT T OFF T ON D 1 I I OUT IN − = AM07848v1 I RIPPLE I L t I PEAK I OUT T OFF T ON D 1 I I OUT IN − = AM07848v1 OFF L INMIN d OUT T ) I ( ) V - V + (V L × Δ > D 1 I I LED ) AVG ( L − = |
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