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ADP5138ACPZ-2-R7 数据表(PDF) 20 Page - Analog Devices |
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ADP5138ACPZ-2-R7 数据表(HTML) 20 Page - Analog Devices |
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20 / 23 page ![]() ADP5138 Data Sheet Rev. A | Page 20 of 23 APPLICATIONS INFORMATION INPUT CAPACITOR SELECTION The input capacitor reduces the input voltage ripple caused by the switch current on PVINx. Place the input capacitor as close as possible to the PVINx pin. A ceramic capacitor in the 10 μF to 47 μF range is recommended. The loop composed of the input capacitor, the high-side MOSFET, and the low-side MOSFET must be kept as small as possible. The voltage rating of the input capacitor must be greater than the maximum input voltage. Ensure that the rms current rating of the input capacitor is larger than the value calculated from the following equation: ) 1 ( _ D D I I OUT RMS CIN − × × = where: IOUT is the output current. D is the duty cycle (D = VOUT/VIN). OUTPUT VOLTAGE SETTING The output voltage (VOUT) of the ADP5138 can be factory set or programmed by an external resistor divider. If the output voltage is factory set, connect the FBx pin to the output voltage directly. If the output voltage is programmable, use the following equation to set the output voltage: + × = BOT TOP OUT R R V 1 8 . 0 where: RTOP is the top resistor of the resistor divider. RBOT is the bottom resistor of the resistor divider. Table 8. Resistor Divider Values for Various Output Voltages VOUT (V) RTOP ± 1% (kΩ) RBOT ± 1% (kΩ) 1.0 4.99 20 1.2 10 20 1.5 10 11.5 1.8 18.7 15 2.5 24.3 11.5 3.3 35.7 11.5 INDUCTOR SELECTION The inductor value is determined by the operating frequency, input voltage, output voltage, and inductor ripple current. Using a small inductor value leads to a faster transient response but degrades efficiency due to a larger inductor ripple current. Using a large inductor value leads to a smaller ripple current and better efficiency but results in a slower transient response. As a guideline, an inductor with its value in the range from 0.68 µH to 2.2 µH is recommended for the best balance between transient and efficiency performance. The inductor ripple current, ΔIL, is typically set to one-third of the maximum load current. Use the following equation to calculate the inductor value: SW L OUT IN f I D V V L × ∆ × − = ) ( where: VIN is the input voltage. VOUT is the output voltage. D is the duty cycle (D = VOUT/VIN). ΔIL is the inductor current ripple. fSW is the switching frequency. Use the following equation to calculate the peak inductor current: 2 L OUT PEAK I I I ∆ + = The saturation current of the inductor must be larger than the peak inductor current. For ferrite core inductors with a quick saturation characteristic, the saturation current rating of the inductor must be higher than the current-limit threshold of the switch to prevent the inductor from reaching saturation. Use the following equation to calculate the rms current of the inductor: IRMS = 12 2 2 L OUT I I ∆ + Shielded ferrite core materials are recommended for low core loss and low EMI. OUTPUT CAPACITOR SELECTION The output capacitor selection affects both the output voltage ripple and the loop dynamics of the regulator. The ADP5138 operates with small ceramic capacitors that have low equivalent series resistance (ESR) and low equivalent series inductance (ESL) and can, therefore, easily meet the output voltage ripple specifications. When the regulator operates in continuous conduction mode, the overall output voltage ripple is the sum of the voltage spike caused by the output capacitor ESR plus the voltage ripple caused by the charging and discharging of the output capacitor. + × × × ∆ = ∆ OUT C OUT SW L RIPPLE ESR C f I V 8 1 where: ΔVRIPPLE is the output voltage ripple. COUT is the output capacitance. Capacitors with lower ESR are preferable to guarantee low output voltage ripple, as shown in the following equation: L RIPPLE C I V ESR OUT ∆ ∆ ≤ Ceramic capacitors are manufactured with a variety of dielectrics, each with different behavior over temperature and applied voltage. X5R or X7R dielectrics are recommended for best performance due to the low ESR and small temperature coefficients. |
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