参数资料
型号: ISL6328ACRZ
厂商: Intersil
文件页数: 27/33页
文件大小: 0K
描述: IC VOLTAGE REGULATOR
标准包装: 50
系列: *
ISL6328A
------------------------------- > f 0
C 2
1
2 ? π ? L ? C
2 ? π ? f 0 ? V P-P ? L ? C
2 ? π ? V P-P ? R FB ? f 0
C 1
R C
C C
COMP
FB
ISL6328A
Case 1:
0.66 ? V
R C = R FB ? --------------------------------------------------------
IN
0.66 ? V IN
C C = ---------------------------------------------------
R 1
R FB
------------------------------- ≤ f 0 < -----------------------------------
2 ? π ? L ? C
VSEN
1 1
2 ? π ? C ? ESR
V P-P ? ( 2 ? π ) 2 ? f 02 ? L ? C
C C = -----------------------------------------------------------------------------------
P-P ? R FB ?
( 2 ? π ) 2 ? f 2 ? V L ? C
R 1 = R FB ? ----------------------------------------
f 0 > -----------------------------------
2 ? π ? f 0 ? V P-P ? L
0.66 ? V IN ? ESR
2 ? π ? V P-P ? R FB ? f 0 ? L
FIGURE 21. COMPENSATION CIRCUIT WITHOUT LOAD-LINE
REGULATION
The first step is to choose the desired bandwidth, f 0 , of the
compensated system. Choose a frequency high enough to assure
adequate transient performance but not higher than 1/3 of the
switching frequency. The type-III compensator has an extra
high-frequency pole, f HF . This pole can be used for added noise
rejection or to assure adequate attenuation at the error-amplifier
high order pole and zero frequencies. A good general rule is to
choose f HF = 10f 0 , but it can be higher if desired. Choosing f HF to
be lower than 10f 0 can cause problems with too much phase shift
below the system bandwidth.
C ? ESR
L ? C – C ? ESR
Case 2:
Case 3:
0.66 ? V
R C = R FB ? ---------------------------------------------------------------
IN
0.66 ? V IN
0
1
2 ? π ? C ? ESR
R C = R FB ? --------------------------------------------
0.66 ? V IN ? ESR ? C
C C = ---------------------------------------------------------------
(EQ. 38)
C 1 = ----------------------------------------
L ? C – C ? ESR
R FB
Output Filter Design
The output inductors and the output capacitor bank together to
form a low-pass filter responsible for smoothing the pulsating
C 2 = -------------------------------------------------------------------------------------------------
HF ? ( L ? C ) ? R FB ? V P-P
( 2 ? π ) 2 ? f ? f
V P-P ? ? 2 π ? ? f 0 ? f HF ? L ? C ? R FB
R C = --------------------------------------------------------------------------------------
0.75 ? V ? ( 2 ? π ? f HF ? L ? C – 1 )
0
? ?
IN
2
0.75 ? V IN
(EQ. 37)
voltage at the phase nodes. The output filter also must provide
the transient energy until the regulator can respond. Because it
has a low bandwidth compared to the switching frequency, the
output filter limits the system transient response. The output
capacitors must supply or sink load current while the current in
the output inductors increases or decreases to meet the
demand.
In high-speed converters, the output capacitor bank is usually the
( 2 ? π ) 2 ? f 0 ? f HF ? ( L ? C ) ? R FB ? V P-P
0.75 ? V IN ? ( 2 ? π ? f HF ? L ? C – 1 )
C C = -------------------------------------------------------------------------------------------------
In the solutions to the compensation equations, there is a single
degree of freedom. For the solutions presented in Equation 38,
R FB is selected arbitrarily. The remaining compensation
components are then selected according to Equation 38.
In Equation 38, L is the per-channel filter inductance divided by
the number of active channels; C is the sum total of all output
capacitors; ESR is the equivalent-series resistance of the bulk
output-filter capacitance; and V PP is the peak-to-peak sawtooth
signal amplitude as described in “Electrical Specifications” on
27
most costly (and often the largest) part of the circuit. Output filter
design begins with minimizing the cost of this part of the circuit.
The critical load parameters in choosing the output capacitors are
the maximum size of the load step, Δ I, the load-current slew rate,
di/dt, and the maximum allowable output-voltage deviation under
transient loading, Δ V MAX . Capacitors are characterized according
to their capacitance, ESR, and ESL (equivalent series inductance).
FN7986.0
April 6, 2012
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