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AP63301Q Datasheet(PDF) 17 Page - Diodes Incorporated |
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AP63301Q Datasheet(HTML) 17 Page - Diodes Incorporated |
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17 / 22 page ![]() AP63300Q/AP63301Q Document number: DS43699 Rev. 1 - 2 17 of 22 www.diodes.com May 2021 © Diodes Incorporated AP63300Q/AP63301Q Application Information (continued) 10 Setting the Output Voltage The AP63300Q/AP63301Q has adjustable output voltages starting from 0.8V using an external resistive divider. An optional external capacitor, C4 in Figure 1, of 10pF to 220pF improves the transient response. The resistor values of the feedback network are selected based on a design trade- off between efficiency and output voltage accuracy. There is less current consumption in the feedback network for high resistor values, which improves efficiency at light loads. However, values too high cause the device to be more susceptible to noise affecting its output voltage accuracy. R1 can be determined by the following equation: ������������ = ������������ ∙ ( ������������������������ ������. ������������ − ������) Eq. 6 Table 1 shows a list of recommended component selections for common AP63300Q/AP63301Q output voltages referencing Figure 1. Table 1. Recommended Component Selections AP63300Q/AP63301Q Output Voltage (V) R1 (k Ω) R2 (k Ω) L (µH) C1 (µF) C2 (µF) C3 (nF) C4 (pF) 1.2 15.0 30.1 2.2 10 3 x 22 100 OPEN 1.5 26.1 30.1 3.3 10 3 x 22 100 OPEN 1.8 37.4 30.1 3.3 10 2 x 22 100 OPEN 2.5 63.4 30.1 4.7 10 2 x 22 100 56 3.3 93.1 30.1 4.7 10 2 x 22 100 56 5.0 158.0 30.1 6.8 10 2 x 22 100 47 12.0 422.0 30.1 10.0 10 2 x 22 100 12 11 Inductor Calculating the inductor value is a critical factor in designing a buck converter. For most designs, the following equation can be used to calculate the inductor value: ������ = ������������������������ ∙ (������������������ − ������������������������) ������������������ ∙ ∆������������ ∙ ������������������ Eq. 7 Where: ∆IL is the inductor current ripple fSW is the buck converter switching frequency For AP63300Q/AP63301Q , choose ∆IL to be 30% to 40% of the maximum load current of 3A. The inductor peak current is calculated by: ������������ ������������������������ = ������������������������������ + ∆������������ ������ Eq. 8 Peak current determines the required saturation current rating, which influences the size of the inductor. Saturating the inductor decreases the converter efficiency while increasing the temperatures of the inductor and the internal power MOSFETs. Therefore, choosing an inductor with the appropriate saturation current rating is important. For most applications, it is recommended to select an inductor of approximately 2.2µH to 10µH with a DC current rating of at least 35% higher than the maximum load current. For highest efficiency, the inductor’s DC resistance should be less than 3 0mΩ. Use a larger inductance for improved efficiency under light load conditions. |
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