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MAX16909 Folha de dados(PDF) 15 Page - Maxim Integrated Products

Nome de Peças MAX16909
Descrição Electrónicos  36V, 220kHz to 1MHz Step-Down Converter with Low Operating Current
PDF  18 Pages
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Fabricante Electrônico  MAXIM [Maxim Integrated Products]
Página de início  https://www.maximintegrated.com/en.html
Logo MAXIM - Maxim Integrated Products

MAX16909 Folha de dados(HTML) 15 Page - Maxim Integrated Products

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MAX16909
36V, 220kHz to 1MHz Step-Down Converter
with Low Operating Current
The feedback voltage-divider has a gain of GAINFB =
VFB/VOUT, where VFB is 1V (typ).
The transconductance error amplifier has a DC gain of
GAINEA(DC) = gm,EA x ROUT,EA, where gm,EA is the error-
amplifier transconductance, which is 900FS (typ), and
ROUT,EA is the output resistance of the error amplifier.
A dominant pole (fdpEA) is set by the compensa-
tion capacitor (CC) and the amplifier output resistance
(ROUT,EA). A zero (fzEA) is set by the compensation
resistor (RC) and the compensation capacitor (CC).
There is an optional pole (fpEA) set by CF and RC to
cancel the output capacitor ESR zero if it occurs near
the crossover frequency (fC, where the loop gain equals
1 (0dB)). Thus:
dpEA
C
OUT,EA
C
1
f
2
C
(R
R )
=
π ×
×
+
zEA
C
C
1
f
2
C
R
=
π ×
×
pEA
F
C
1
f
2
C
R
=
π ×
×
The loop-gain crossover frequency (fC) should be set
below 1/5th of the switching frequency and much higher
than the power-modulator pole (fpMOD):
SW
pMOD
C
f
f
f
5
<<
The total loop gain as the product of the modulator gain,
the feedback voltage-divider gain, and the error-amplifier
gain at fC should be equal to 1. So:
FB
MOD(fC)
EA(fC)
OUT
V
GAIN
GAIN
1
V
×
×
=
For the case where fzMOD is greater than fC:
GAINEA(fC) = gm,EA × RC
pMOD
MOD(fC)
MOD(dc)
C
f
GAIN
GAIN
f
=
×
Therefore:
FB
MOD(fC)
m,EA
C
OUT
V
GAIN
g
R
1
V
×
×
×
=
Solving for RC:
OUT
C
m,EA
FB
MOD(fC)
V
R
g
V
GAIN
=
×
×
Set the error-amplifier compensation zero formed by RC
and CC (fzEA) at the fpMOD. Calculate the value of CC a
follows:
C
pMOD
C
1
C
2
f
R
=
π ×
×
If fzMOD is less than 5 x fC, add a second capacitor,
CF, from COMP to GND and set the compensation pole
formed by RC and CF (fpEA) at the fzMOD. Calculate the
value of CF as follows:
F
zMOD
C
1
C
2
f
R
=
π ×
×
As the load current decreases, the modulator pole
also decreases; however, the modulator gain increases
accordingly and the crossover frequency remains the
same.
For the case where fzMOD is less than fC:
The power-modulator gain at fC is:
pMOD
MOD(fC)
MOD(dc)
zMOD
f
GAIN
GAIN
f
=
×
The error-amplifier gain at fC is:
zMOD
EA(fC)
m,EA
C
C
f
GAIN
g
R
f
=
×
×
Therefore:
zMOD
FB
MOD(fC)
m,EA
C
OUT
C
f
V
GAIN
g
R
1
V
f
×
×
×
×
=
Solving for RC:
OUT
C
C
m,EA
FB
MOD(fC)
zMOD
V
f
R
g
V
GAIN
f
×
=
×
×
×
Set the error-amplifier compensation zero formed by RC
and CC at the fpMOD (fzEA = fpMOD) as follows:
C
pMOD
C
1
C
2
f
R
=
π ×
×
If fzMOD is less than 5 x fC, add a second capacitor CF
from COMP to GND. Set fpEA = fzMOD and calculate CF
as follows:
F
zMOD
C
1
C
2
f
R
=
π ×
×



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