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ADP1828YRQZ-R7 数据表(PDF) 18 Page - Analog Devices |
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ADP1828YRQZ-R7 数据表(HTML) 18 Page - Analog Devices |
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18 / 32 page ![]() ADP1828 Rev. 0 | Page 18 of 32 APPLICATION INFORMATION SELECTING THE INPUT CAPACITOR The input current to a buck converter is a pulse waveform. It is zero when the high-side switch is off and approximately equal to the load current when it is on. The input capacitor carries the input ripple current, allowing the input power source to supply only the dc current. The input capacitor needs sufficient ripple current rating to handle the input ripple as well as an ESR that is low enough to mitigate input voltage ripple. For the usual current ranges for these converters, it is good practice to use two parallel capacitors placed close to the drains of the high- side switch MOSFETs (one bulk capacitor of sufficiently high current rating as calculated in Equation 2 along with a 10 μF ceramic capacitor). Select an input bulk capacitor based on its ripple current rating. First, determine the duty cycle of the output with the larger load current: IN OUT V V D = (1) The input capacitor ripple current is approximately ) 1 ( D D I I L RIPPLE − ≈ (2) where: IL is the maximum inductor or load current. D is the duty cycle. OUTPUT LC FILTER The output LC filter smoothes the switched voltage at SW, making the dc output voltage. Choose the output LC filter to achieve the desired output ripple voltage. Because the output LC filter is part of the regulator negative-feedback control loop, the choice of the output LC filter components affects the regulation control loop stability. Choose an inductor value such that the inductor ripple current is approximately 1/3 of the maximum dc output load current. Using a larger value inductor results in a physical size larger than required and using a smaller value results in increased losses in the inductor and/or MOSFET switches. Choose the inductor value by the following equation: ⎥ ⎦ ⎤ ⎢ ⎣ ⎡ − Δ × = IN OUT OUT L SW V V V I f L 1 1 (3) where: L is the inductor value. fSW is the switching frequency. VOUT is the output voltage. VIN is the input voltage. ΔI L is the inductor ripple current, typically 1/3 of the maximum dc load current. Choose the output bulk capacitor to set the desired output voltage ripple. The impedance of the output capacitor at the switching frequency multiplied by the ripple current gives the output voltage ripple. The impedance is made up of the capacitive impedance plus the nonideal parasitic characteristics, including the equivalent series resistance (ESR) and the equiva- lent series inductance (ESL). The output voltage ripple can be approximated with: 2 2 2 ) 4 ( 8 1 ESL f C f ESR I V SW OUT SW L OUT + ⎟⎟ ⎠ ⎞ ⎜⎜ ⎝ ⎛ + Δ = Δ (4) where: ΔV OUT is the output ripple voltage. ΔI L is the inductor ripple current. ESR is the equivalent series resistance of the output capacitor (or the parallel combination of ESR of all output capacitors). ESL is the equivalent series inductance of the output capacitor (or the parallel combination of ESL of all capacitors). Note that the factors of 8 and 4 in Equation 4 would normally be 2π for sinusoidal waveforms, but the ripple current wave- form in this application is triangular. Parallel combinations of different types of capacitors, for example, a large aluminum electrolytic in parallel with MLCCs, may give different results. Usually the impedance is dominated by ESR at the switching frequency, as stated in the maximum ESR rating on the capaci- tor data sheet, so this equation reduces to ΔVOUT ≅ ΔIL ESR (5) Electrolytic capacitors have significant ESL also, on the order of 5 nH to 20 nH, depending on type, size, and geometry, and PCB traces contribute some ESR and ESL as well. However, using the maximum ESR rating from the capacitor data sheet usually provides some margin such that measuring the ESL is not usually required. In the case of output capacitors, the impedance of the ESR and ESL at the switching frequency are small, for instance, where the effective output capacitor is a bank of parallel MLCC capa- citors, the capacitive impedance dominates and the ripple equation reduces to SW OUT L OUT f C I V 8 Δ ≅ Δ (6) Make sure that the ripple current rating of the output capacitors is greater than the maximum inductor ripple current. |
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