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MP8763DGL Arkusz danych(PDF) 19 Page - Monolithic Power Systems

Numer części MP8763DGL
Szczegółowy opis  High Efficiency, 12A, 18V Synchronous Step-down Converter With Output Discharge
PDF  25 Pages
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Producent  MPS [Monolithic Power Systems]
Strona internetowa  http://www.monolithicpower.com
Logo MPS - Monolithic Power Systems

MP8763DGL Arkusz danych(HTML) 19 Page - Monolithic Power Systems

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MP8763D ― 12A, 18V, SYNCHRONOUS STEP-DOWN CONVERTER
MP8763D Rev. 1.1
www.MonolithicPower.com
19
1/15/2015
MPS Proprietary Information. Patent Protected. Unauthorized Photocopy and Duplication Prohibited.
© 2015 MPS. All Rights Reserved.
APPLICATION INFORMATION
Setting
the
Output
Voltage-Large
ESR
Capacitors
For applications that electrolytic capacitor or POS
capacitor with a large ESR is set as output
capacitors. The feedback resistors—R1 and R2
as shown in Figure 10—set the output voltage.
R1
R2
ESR
POSCAP
SW
VOUT
L
FB
Figure10—Simplified POSCAP Circuit
First, choose a value for R2 that balances
between high quiescent current loss (low R2) and
high noise sensitivity on FB (high R2). A typical
value falls within 5kΩ to 50kΩ, using a
comparatively larger R2 when VOUT is low, and a
smaller R2 when VOUT is high. Then calculate R1
as follows, which considers the output ripple:
OUT
OUT
REF
REF
1
VV
V
2
R1
R2
V
−× Δ
(15)
Where
OUT
V
Δ
is the output ripple determined by
equation 24.
Setting
the
Output
Voltage-Small
ESR
Capacitors
R1
R2
Ceramic
SW
FB
VOUT
L
R9
R4
C4
Figure11—Simplified Ceramic Capacitor
Circuit
When using a low ESR ceramic capacitor on the
output,
add
an
external
voltage
ramp
to the FB pin consisting of R4 and C4.The ramp
voltage, VRAMP, and the resistor divider influence
the output voltage as shown in Figure 11.
Calculate VRAMP as shown in equation 7. Select
R2 to balance between high quiescent current
loss and FB noise sensitivity. Choose R2 within
5kΩ to 50kΩ, using a larger R2 when VOUT is low,
and a smaller R2 when VOUT is high. Determine
the value of R1 as follows:
9
R
4
R
2
R
V
V
V
2
R
1
R
)
AVG
(
FB
OUT
)
AVG
(
FB
+
=
(16)
Where VFB(AVG) is the average FB voltage. VFB(AVG)
varies with the VIN, VOUT, and load condition,
where the load regulation is strictly related to the
VFB(AVG). Also the line regulation is related to the
VFB(AVG); improving the load or line regulation
involves a lower VRAMP that meets equation 9.
For PWM operation, estimate VFB(AVG) from
equation 17.
FB( AVG)
REF
RAMP
1
VV
V
2
=+ ×
(17)
Usually, R9 is 0Ω, though it can also be set
following equation 18 for better noise immunity. It
should also be less than 20% of R1//R2 to
minimize its influence on VRAMP.
1R1 R2
R9
5R1 R2
×
+
(18)
Using equations 16 and 17 to calculate the
output voltage can be complicated. To simplify
the R1 calculation in equation 16, add a DC-
blocking capacitor, CDC, to filter the DC influence
from R4 and R9. Figure 12 shows a simplified
circuit with external ramp compensation and a
DC-blocking capacitor. The addition of this
capacitor, simplifies the R1 calculation as per
equation 19 for PWM mode operation.



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