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AIC1573 查看數據表(PDF) - Analog Intergrations

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AIC1573 Datasheet PDF : 19 Pages
First Prev 11 12 13 14 15 16 17 18 19
AIC1573
is because the gate drive applied to the upper
MOSFET is different than the lower MOSFET.
Logic level MOSFETs should be selected based on
on-resistance considerations, RDS(ON) should be
chosen base on input and output voltage, allowable
power dissipation and maximum required output
current. Power dissipation should be calculated
based primarily on required efficiency or allowable
thermal dissipation.
Rectifier Schottky diode is a clamp that prevent the
loss parasitic MOSFET body diode from conducting
during the dead time between the turn off of the
lower MOSFET and the turn on of the upper
MOSFET. The diode’s rated reverse breakdown
voltage must be greater than twice the maximum
input voltage.
Linear Controller MOSFET Selection
The power dissipated in a linear regulator is:
PLINEAR = IOUT × (V IN VOUT )
Select a package and heatsink that maintains junc-
tion temperature below the maximum rating while
operation at the highest expected ambient tempera-
ture.
Linear Output Capacitor
The output capacitors for the linear regulator and
linear controller provide dynamic load current. The
linear controller uses dominant pole compensation
integrated in the error amplifier and is insensitive to
output capacitor selection. COUT3 and COUT4
should be selected for transient load regulation. The
output capacitor for the linear regulator provides
loop stability.
PWM Feedback Analysis
VOSC
VDAC
VEA
ERROR AMP.
PWM COMP.
Compensation
Networks
VIN
Q1
LO
+
CO
Q2
RESR
VOUT
Modulation
Gain
Fig 20. Control Loop
The compensation network consists of the error
amplifier and built in compensation networks. The
goal of the compensation network is to provide for
fast response and adequate phase margin. Phase
Margin is the difference between the closed loop
phase at 0dB and 180 degree.
Closed Loop Gain(dB) = Modulation Gain(dB) +
Compensation Gain (dB)
Modulation Gain(dB)
20
log
VIN
VOSC

+
10
log1
+

F
FESR
 2


18

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