SLUU186 − March 2004
4.6Output Capacitor Selection
Selection of the output capacitor is based on many application variables, including function, cost, size, and availability. The minimum allowable output capacitance is determined by the amount of inductor ripple current and the allowable output ripple, as given in equation (7).
COUT(min) | + | IRIPPLE | + | 3 A |
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| + 83 mF | (7) |
8 f VRIPPLE | 8 300 kHz | 15 mV |
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In this design, COUT(min) is 83 µF with VRIPPLE=15 mV to allow for some margin. However, this only affects the capacitive component of the ripple voltage, and the final value of capacitance is generally influenced by ESR
and transient considerations. The voltage component due to the capacitor ESR.
CESR v | VRIPPLE | + | 15 mA | + 5 mW | (8) |
IRIPPLE | 3 A |
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An additional consideration in the selection of the output inductor and capacitance value can be derived from examining the transient voltage overshoot which can be initiated with a load step from full load to no load. By equating the inductive energy with the capacitive energy the equation (9) can be derived:
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| L | IOH2 * IOL2 |
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CO v L V2I |
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| 1.7 H |
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| Vf | 2 | * Vi | 2 |
| (1.9 V) | 2 | 2 | |||||
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| * (1.8 V) |
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where
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IOH = full load current
IOL = no load current
Vf = allowed transient voltage rise
Vi = initial voltage
For compactness while maintaining transient response capability, two
4.7MOSFET selection
Proper MOSFET selection is essential to optimize circuit efficiency. To operate with high current it is important to choose a package which allows the generated heat to be removed from the package as easily as possible. Various MOSFETs with a package similar to the SO−8 footprint are considered for this application, and devices with reduced
For the upper switch Q1, a Hitachi HAT2168H MOSFET with low gate charge (typically 27 nC at 10 V) and with
an RDS(on) of 6 mΩ is selected to keep the switching losses to a minimum. The
some of the high circulating current during short circuit conditions.
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