| 전자부품 데이터시트 검색엔진 |
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SP6649 데이터시트(PDF) 5 Page - Sipex Corporation |
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SP6649 데이터시트(HTML) 5 Page - Sipex Corporation |
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5 / 9 page ![]() 5 Rev:001 Date:11/20/03 SP6649 Ultra-low Quiescent Current, High Efficiency Boost DC-DC Regulator © Copyright 2002 Sipex Corporation At light loads (plot A in Figure 3) the charge cycle will take tON, MAX µs. For a 1V battery this would be: tON, MAX = KON / VBATT = 3.3Vµs / 1V = 3.3µs The current built up in the coil during the charge cycle gets fully discharged (discontinuous con- duction mode, DCM) When the current in the coil has reached zero the synchronous rectifier switch is opened and the voltage across the coil (from VBATT to LX) is shorted internally to eliminate inductive ringing. With increasing load (plot B in Figure 3) this inductor damping time becomes shorter (be- cause the output will drop quicker below its regulation point due to the heavier load) up to the point where it becomes zero. If the load increases further the SP6649 enters continuous conduction mode (CCM) where there is always current in the inductor. The charge time is still tON,MAX as long as the inductor peak current limit is not reached (plot C in Figure 3). the inductor peak current limit can be programmed by trying a resistor RLIM from the RLIM pin to ground where: IPEAK = 1400 / RLIM with a maximum recommended IPEAK of 1.2A (or a minimum RLIM of 1.17K ). When the peak current limit is reached the charge time is short-cycled. In (plot D of Figure 3) the current reaches the peak current limit during the charge cycle but full load is still not reached becuse at the end of the minimum off-time VOUT was still not below its regulation point. Finally in plot E the maxi- mum load is reached where the discharge time has shrunk to its minimum allowed value tOFF,MIN. Inductor Current vs. Load Ton Max. Toff Min. E. Iripple=Toff* (Vo - Vi)/L llim llim llim llim llim Ton Max. Ton Max. Ton Max. Ton Max. Toff Min. Toff Min. Toff Min. Toff Min. D. Toff*= (Vo - Vi)/L<Iripple<Ton*Vi/L C. Iripple=Ton*Vi/L B. Iripple=Ton*Vi/L A. Iripple=Ton*Vi/L Figure 3. Inductor Current vs. Load |
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