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AS1324-18 Datasheet(PDF) 11 Page - ams AG |
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AS1324-18 Datasheet(HTML) 11 Page - ams AG |
11 / 20 page www.austriamicrosystems.com Revision 1.03 11 - 20 AS1324 Data Sheet - A p p l i c a t i o n I n f o r m a t i o n Figure 25. Single Li-Ion 1.8V/600mA Regulator for Low Output Ripple External Component Selection Inductor Selection For most applications the value of the external inductor should be in the range of 2.2 to 6.8µH as the inductor value has a direct effect on the ripple current. The selected inductor must be rated for its DC resistance and saturation cur- rent. The inductor ripple current ( ΔIL) decreases with higher inductance and increases with higher VIN or VOUT. In Equation (EQ 2) the maximum inductor current in PWM mode under static load conditions is calculated. The satura- tion current of the inductor should be rated higher than the maximum inductor current as calculated with Equation (EQ 3). This is recommended because the inductor current will rise above the calculated value during heavy load tran- sients. Where: f = Switching Frequency (1.5 MHz typical) L = Inductor Value ILmax = Maximum Inductor current ΔIL = Peak to Peak inductor ripple current The recommended starting point for setting ripple current is ΔIL = 240mA (40% of 600mA). The DC current rating of the inductor should be at least equal to the maximum load current plus half the ripple current to prevent core saturation. Thus, a 720mA rated inductor should be sufficient for most applications (600mA + 120mA). A easy and fast approach is to select the inductor current rating fitting to the maximum switch current limit of the con- verter. Note: For highest efficiency, a low DC-resistance inductor is recommended. Accepting larger values of ripple current allows the use of low inductance values, but results in higher output voltage ripple, greater core losses, and lower output current capability. COUT 22µF CIN 10µF VOUT 1.8V 600mA 4.7µH VIN 2.7 to 4.2V AS1324- 18 3 SW 4 VIN 1 EN 5 VOUT GND 2 (EQ 2) ΔI L V OUT 1 V OUT V IN -------------- – Lf × ------------------------ × = (EQ 3) I LMAX I OUTMAX ΔI L 2 -------- + = |
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