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DIO6905C Datasheet(PDF) 11 Page - DIOO MICROCIRCUITS CO., LTD |
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DIO6905C Datasheet(HTML) 11 Page - DIOO MICROCIRCUITS CO., LTD |
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11 / 15 page ![]() DIO6905C www.dioo.com © 2023 DIOO MICROCIRCUITS CO., LTD DIO6905C • Rev. 1.1 - 11 - Table 2 Recommended inductors Manufacturer P/N Inductance (μH ) Manufacturer PIFE25201B-1R0MS 1.0 CYNTEC CO. LTD. 1239AS-H-1R0M 1.0 Tokyo 744 777 002 2.2 Wurth For most designs, the inductance value can be estimated with Equation (3): *f I * V ) V *(V V L OSC L IN OUT IN OUT △ 1 (3) Where ΔIL is the inductor ripple current. Choose an inductor current to be approximately 30% of the maximum load current. The maximum inductor peak current can be calculated with Equation (4): I I I L LOAD MAX L 2 ) ( △ (4) Selecting the input capacitor The input current to the step-down converter is discontinuous, and therefore requires a capacitor to supply the AC current to the step-down converter while maintaining the DC input voltage. Use low-ESR capacitors for the best performance. Ceramic capacitors with X5R or X7R dielectrics are highly recommended because of their low ESR values and small temperature coefficients. For most applications, a 10 µF capacitor is sufficient. Higher output voltages may require a 22 μF capacitor to increase system stability. The input capacitor requires an adequate ripple current rating since it absorbs the input switching current. Estimate the RMS current in the input capacitor with Equation (5): ) 1 ( * * 1 IN OUT IN OUT LOAD C V V V V I I (5) The worst-case scenario occurs at VIN = 2VOUT, shown in Equation (6): 2 1 LOAD C I I (6) For simplification, choose an input capacitor with RMS current rating greater than half of the maximum load current. The input capacitor can be electrolytic, tantalum, or ceramic. When using electrolytic or tantalum capacitors, add a small, high-quality, 0.1 μF ceramic capacitor as close to the IC as possible. When using ceramic capacitors, ensure that they have enough capacitance to provide sufficient charge to prevent excessive voltage ripple at the input. The input voltage ripple caused by capacitance can be estimated with Equation (7): ) 1 ( * * 1 * fS IN OUT IN OUT LOAD IN V V V V C I V △ (7) |
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