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MAX1908 Arkusz danych(PDF) 26 Page - Maxim Integrated Products |
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MAX1908 Arkusz danych(HTML) 26 Page - Maxim Integrated Products |
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26 / 30 page ![]() Low-Cost Multichemistry Battery Chargers 26 ______________________________________________________________________________________ Choose crossover frequency fCO_CS to be 1/5th the MAX1908/MAX8724/MAX8765/MAX8765A switching frequency: Solving for CCS, CCS = 2nF. To be conservative, set CCS = 10nF, which sets the crossover frequency at: The compensation pole, fP_CS is set at: Component Selection Table 3 lists the recommended components and refers to the circuit of Figure 2. The following sections describe how to select these components. Inductor Selection Inductor L1 provides power to the battery while it is being charged. It must have a saturation current of at least the charge current (ICHG), plus 1/2 the current rip- ple IRIPPLE: ISAT = ICHG + (1/2) IRIPPLE Ripple current varies according to the equation: IRIPPLE = (VBATT) × tOFF/L where: tOFF = 2.5µs × (VDCIN – VBATT)/VDCIN VBATT < 0.88 × VDCIN or: tOFF = 0.3µs VBATT > 0.88 × VDCIN Figure 11 illustrates the variation of ripple current vs. battery voltage when charging at 3A with a fixed 19V input voltage. Higher inductor values decrease the ripple current. Smaller inductor values require higher saturation cur- rent capabilities and degrade efficiency. Designs for ripple current, IRIPPLE = 0.3 × ICHG usually result in a good balance between inductor size and efficiency. Input Capacitor Input capacitor C1 must be able to handle the input ripple current. At high charging currents, the DC-DC converter operates in continuous conduction. In this case, the ripple current of the input capacitor can be approximated by the following equation: where: IC1 = input capacitor ripple current. D = DC-DC converter duty ratio. ICHG = battery-charging current. Input capacitor C1 must be sized to handle the maxi- mum ripple current that occurs during continuous con- duction. The maximum input ripple current occurs at 50% duty cycle; thus, the worst-case input ripple cur- rent is 0.5 × ICHG. If the input-to-output voltage ratio is such that the DC-DC converter does not operate at a 50% duty cycle, then the worst-case capacitor current occurs where the duty cycle is nearest 50%. The input capacitor ESR times the input ripple current sets the ripple voltage at the input, and should not exceed 0.5V ripple. Choose the ESR of C1 according to: The input capacitor size should allow minimal output voltage sag at the highest switching frequency: I C dV dt C1 2 1 = ESR V I C C 1 1 05 < . II D D C CHG 1 2 =− f RC Hz PCS OGMS CS _ . = × = 1 2 0 0016 π f GMS nF kHz CO CS _ == 210 16 π f GMS C kHz CO CS CS _ == 2 80 π RIPPLE CURRENT vs. BATTERY VOLTAGE VBATT (V) 14 13 12 11 10 9 0.5 1.0 1.5 0 8 15161718 VDCIN = 19V VCTL = ICTL = LDO 4 CELLS 3 CELLS Figure 11. Ripple Current vs. Battery Voltage |
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