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PM6675 Datasheet, PDF (38/47 Pages) STMicroelectronics – Very fast load transient response using constant on-time control loop
Application information
PM6675
where RDS(on) is the drain-source on-resistance of the control MOSFET.
Switching losses are approximately given by:
Equation 42
Pswitching
=
VIN ⋅ (ILOAD (max) −
2
∆IL
2
)
⋅
t on
⋅
fsw
+
VIN ⋅ (ILOAD (max) +
2
∆IL
2
)
⋅
t
off
⋅ fsw
where tON and tOFF are the turn-on and turn-off times of the MOSFET and depend on the
gate-driver current capability and the gate charge Qgate. A greater efficiency is achieved with
low RDSon. Unfortunately low RDSon MOSFETs have a great gate charge.
As general rule, the RDS(on) x Qgate product should be minimized to find the suitable
MOSFET.
Logic-level MOSFETs are recommended, as long as low-side and high-side gate drivers are
powered by VVCC = +5V. The breakdown voltage of the MOSFETs (VBRDSS) must be
greater than the maximum input voltage VINmax.
) Below some tested high-side MOSFETs are listed.
ct(s Table 12. Evaluated high-side MOSFETs
rodu Manufacturer
Type
RDS(on)
(mΩ)
P ST
STS12NH3LL
10.5
te IR
IRF7811
9
Gate charge
(nC)
12
18
Rated reverse
voltage (V)
30
30
le In buck converters the power dissipation of the synchronous MOSFET is mainly due to
so conduction losses:
) - Ob Equation 43
PDLowSide ≅ Pconduction
t(s Maximum conduction losses occur at the maximum input voltage:
Produc Equation 44
Pconduction
= RDSon
⋅ ⎜⎜⎝⎛1−
VOUT
VIN,MAX
⎟⎟⎠⎞ ⋅ ILOAD,MAX2
leteThe synchronous rectifier should have the lowest RDS(on) as possible. When the high-side
o MOSFET turns on, high dV/dt of the phase node can bring up even the low-side gate
bs through its gate-drain capacitance CRRS, causing a cross-conduction problem. Once again,
O the choice of the low-side MOSFET is a trade-off between on resistance and gate charge; a
good selection should minimizes the ratio CRSS / CGS where
Equation 45
CGS = CISS − CRSS
Below some tested low-side MOSFETs are listed.
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