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AAT2612IDG-4-T1 Datasheet(PDF) 11 Page - Skyworks Solutions Inc. |
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AAT2612IDG-4-T1 Datasheet(HTML) 11 Page - Skyworks Solutions Inc. |
11 / 18 page 11 Skyworks Solutions, Inc. • Phone [781] 376-3000 • Fax [781] 376-3100 • sales@skyworksinc.com • www.skyworksinc.com 202407B • Skyworks Proprietary Information • Products and Product Information are Subject to Change Without Notice. • March 20, 2013 AAT2612 DATA SHEET Step-Down DC/DC Converter With Three High PSRR LDOs ic capacitors. However, the design will allow for opera- tion over a wide range of capacitor types. The regulator comes with complete short circuit and ther- mal protection. The combination of these two internal protection circuits gives a comprehensive safety system to guard against extreme adverse operating conditions. Application Information Step-down Converter Input Capacitor Select a 4.7uF to 10uF X7R or X5R ceramic capacitor for the input. To estimate the required input capacitor value and size, determine the acceptable input ripple voltage level (Vpp) and solve for CIN. The calculated value varies with input voltage and is a maximum when VIN is double the output voltage. · 1 - V O V IN C IN = V O V IN - ESR · f S V PP I O D = V O V IN C IN(MIN) = 1 - ESR · 4 · f S V PP I O Where CIN is the input capacitance, VIN is the input volt- age, VO is the output voltage, fS is the switching fre- quency, IO is the output current, ESR is the equivalent series resistor of output capacitor, and D is the duty cycle. The maximum input capacitor RMS current is: I RMS = IO · · 1 - V O V IN V O V IN The input capacitor RMS ripple current varies with the input and output voltage and will always be less than or equal to half of the total DC load current. I O RMS I 2 = The maximum input voltage ripple also appears at 50% duty cycle. The input capacitor provides a low impedance loop for the edges of pulsed current drawn by the AAT2612. Low ESR/ESL X7R and X5R ceramic capacitors are ideal for this function. To minimize parasitic inductances, the capacitor should be placed as closely as possible to the IC. This keeps the high frequency content of the input current localized, minimizing EMI and input voltage rip- ple. The proper placement of the input capacitors (C1, C2, and C3) is shown in the evaluation board layout in Figure 2. A laboratory test set-up typically consists of two long wires running from the bench power supply to the eval- uation board input voltage pins. The inductance of these wires, along with the low-ESR ceramic input capacitor, can create a high Q network that may affect converter performance. This problem often becomes apparent in the form of excessive ringing in the output voltage dur- ing load transients. Errors can also result in the loop phase and gain measurements. Since the inductance of a short PCB trace feeding the input voltage is signifi- cantly lower than the power leads from the bench power supply, most applications do not exhibit this problem. In applications where the input power source lead induc- tance cannot be reduced to a level that does not affect the converter performance, a high ESR tantalum or alu- minum electrolytic capacitor should be placed in parallel with the low ESR/ESL bypass ceramic capacitor. This dampens the high Q network and stabilizes the system. Output Capacitor The output capacitor limits the output ripple and pro- vides holdup during large load transitions. A typical 4.7μF X5R or X7R ceramic capacitor typically provides sufficient bulk capacitance to stabilize the output during large load transitions and has the ESR and ESL charac- teristics necessary for low output ripple. The output voltage droop due to a load transient is dom- inated by the capacitance of the ceramic output capacitor. During a step increase in load current, the ceramic output capacitor alone supplies the load current until the loop responds. Within two or three switching cycles, the loop responds and the inductor current increases to match the load current demand. The relationship of the output volt- age droop during the three switching cycles to the output capacitance can be estimated by: C OUT = 3 · ΔI LOAD V DROOP · FS |
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