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LM48520 Datasheet(PDF) 12 Page - National Semiconductor (TI) |
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LM48520 Datasheet(HTML) 12 Page - National Semiconductor (TI) |
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12 / 18 page ![]() coefficient dielectrics, such as tantalum or aluminum elec- trolytic. Capacitors with high-voltage coefficients, such as ceramics, may result in increased distortion at low frequen- cies. Other factors to consider when designing the input filter include the constraints of the overall system. Although high fidelity audio requires a flat frequency response between 20Hz and 20kHz, portable devices such as cell phones may only concentrate on the frequency range of the frequency range of the spoken human voice (typically 300Hz to 4kHz). In addition, the physical size of the speakers used in such portable devices limits the low frequency response; in this case, frequencies below 150Hz may be filtered out. SELECTING OUTPUT CAPACITOR (C O) FOR BOOST CONVERTER A single 100µF low ESR tantalum capacitor provides suffi- cient output capacitance for most applications. Higher capac- itor values improve line regulation and transient response. Typical electrolytic capacitors are not suitable for switching converters that operate above 500kHz because of significant ringing and temperature rise due to self-heating from ripple current. An output capacitor with excessive ESR reduces phase margin and causes instability. SELECTING INPUT CAPACITOR (Cs1) FOR BOOST CONVERTER An input capacitor is required to serve as an energy reservoir for the current which must flow into the coil each time the switch turns ON. This capacitor must have extremely low ESR, so ceramic is the best choice. We recommend a nomi- nal value of 2.2µF, but larger values can be used. Since this capacitor reduces the amount of voltage ripple seen at the input pin, it also reduces the amount of EMI passed back along that line to other circuitry. SELECTING SOFTSTART (C SS) CAPACITOR The soft-start function charges the boost converter reference voltage slowly. This allows the output of the boost converter to ramp up slowly thus limiting the transient current at startup. Selecting a soft-start capacitor (C SS) value presents a trade off between the wake-up time and the startup transient cur- rent. Using a larger capacitor value will increase wake-up time and decrease startup transient current while the apposite ef- fect happens with a smaller capacitor value. A general guide- line is to use a capacitor value 1000 times smaller than the output capacitance of the boost converter (C O). A 0.1uF soft- start capacitor is recommended for a typical application. SETTING THE OUTPUT VOLTAGE (V 1) OF BOOST CONVERTER The output voltage is set using the external resistors R1 and R2 (see Figure 1). A value of approximately 13.3k Ω is rec- ommended for R2 to establish a divider current of approxi- mately 92µA. R1 is calculated using the formula: R1 = R2 X (V 1/1.23 − 1) (4) FEED-FORWARD COMPENSATION FOR BOOST CONVERTER Although the LM48520's internal Boost converter is internally compensated, the external feed-forward capacitor C f is re- quired for stability (see Figure 1). Adding this capacitor puts a zero in the loop response of the converter. The recom- mended frequency for the zero fz should be approximately 6kHz. C f1 can be calculated using the formula: C f = 1 / (2 X R1 X fz) (5) SELECTING DIODES FOR BOOST The external diode used in Figure 1 should be a Schottky diode. A 20V diode such as the MBRS320T3 is recommend- ed. The MBRS320T3 series of diodes are designed to handle a maximum average current of 3A. DUTY CYCLE The maximum duty cycle of the boost converter determines the maximum boost ratio of output-to-input voltage that the converter can attain in continuous mode of operation. The duty cycle for a given boost application is defined as: Duty Cycle = V OUT + VDIODE - VIN / VOUT + VDIODE - VSW This applies for continuous mode operation. SELECTING INDUCTOR VALUE Inductor value involves trade-offs in performance. Larger in- ductors reduce inductor ripple current, which typically means less output voltage ripple (for a given size of output capacitor). Larger inductors also mean more load power can be delivered because the energy stored during each switching cycle is: E = L/2 X (I P) 2 Where “lp” is the peak inductor current. The LM48520 will limit its switch current based on peak current. With I P fixed, in- creasing L will increase the maximum amount of power avail- able to the load. Conversely, using too little inductance may limit the amount of load current which can be drawn from the output. Best performance is usually obtained when the con- verter is operated in “continuous” mode at the load current range of interest, typically giving better load regulation and less output ripple. Continuous operation is defined as not al- lowing the inductor current to drop to zero during the cycle. Boost converters shift over to discontinuous operation if the load is reduced far enough, but a larger inductor stays con- tinuous over a wider load current range. During the TBDµs ON-time, the inductor current ramps up TBDA and ramps down an equal amount during the OFF- time. This is defined as the inductor “ripple current”. It can also be seen that if the load current drops to about TBDmA, the inductor current will begin touching the zero axis which means it will be in discontinuous mode. A similar analysis can be performed on any boost converter, to make sure the ripple current is reasonable and continuous operation will be main- tained at the typical load current values. MAXIMUM SWITCH CURRENT The maximum FET switch current available before the current limiter cuts in is dependent on duty cycle of the application. This is illustrated in a graph in the typical performance char- acterization section which shows typical values of switch current as a function of effective (actual) duty cycle. CALCULATING OUTPUT CURRENT OF BOOST CONVERTER (I AMP) As shown in Figure 2 which depicts inductor current, the load current is related to the average inductor current by the rela- tion: www.national.com 12 |
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