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MP8736 Datasheet(PDF) 17 Page - Monolithic Power Systems

Part # MP8736
Description  High Efficiency, Fast Transient, 6A, 19V Synchronous Buck Converter in a Tiny QFN20 (3x4mm) Package
PDF  23 Pages
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Manufacturer  MPS [Monolithic Power Systems]
Direct Link  http://www.monolithicpower.com
Logo MPS - Monolithic Power Systems

MP8736 Datasheet(HTML) 17 Page - Monolithic Power Systems

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MP8736– HIGHEFFICIENCY,FAST TRANSIENT,6A, 19V SYNCHRONOUSBUCKCONVERTERIN ATINY3X4mmPACKAGE
MP8736 Rev. 1.34
www.MonolithicPower.com
17
4/18/2012
MPS Proprietary Information. Patent Protected. Unauthorized Photocopy and Duplication Prohibited.
© 2012 MPS. All Rights Reserved.
APPLICATION INFORMATION
Setting the Output Voltage-Large ESR Caps
For applications that electrolytic capacitor or POS
capacitor with a controlled output of ESR is set
as output capacitors. The output voltage is set by
feedback resistors R1 and R2. As figure 9 shows.
Figure 9—Simplified Circuit of POS Capacitor
First, choose a value for R2. R2 should be
chosen reasonably, a small R2 will lead to
considerable quiescent current loss while too
large R2 makes the FB noise sensitive. It is
recommended to choose a value within 5kΩ-
50kΩ for R2, using a comparatively larger R2
when Vout is low, etc.,1.05V, and a smaller R2
when Vout is high. Then R1 is determined as
follow with the output ripple considered:
OUT
OUT
REF
12
REF
1
VV
V
2
RR
V
−Δ
−
=
(13)
OUT
V
Δ
is the output ripple determined by equation
22.
Setting the Output Voltage-Small ESR Caps
Figure10—Simplified Circuit of Ceramic
Capacitor
When low ESR ceramic capacitor is used in the
output, an external voltage ramp should be
added to FB through resistor R4 and capacitor
C4.The output voltage is influenced by ramp
voltage VRAMP besides R divider as shown in
figure 10. The VRAMP can be calculated as shown
in equation 7. R2 should be chosen reasonably,
a small R2 will lead to considerable quiescent
current loss while too large R2 makes the FB
noise sensitive. It is recommended to choose a
value
within
5kΩ-50kΩ
for
R2,
using
a
comparatively larger R2 when Vo is low,
etc.,1.05V, and a smaller R2 when Vo is high.
And the value of R1 then is determined as follow:
2
1
FB(AVG)
2
OUT
FB(AVG)
4
9
R
R=
V
R
-
(V
-V
) R +R
(14)
The VFB(AVG) is the average value on the FB,
VFB(AVG) varies with the Vin, Vo, and load
condition, etc., its value on the skip mode would
be lower than that of the PWM mode, which
means the load regulation is strictly related to the
VFB(AVG). Also the line regulation is related to the
VFB(AVG) ,if one wants to gets a better load or line
regulation, a lower Vramp is suggested once it
meets equation 9.
For PWM operation, VFB(AVG) value can be
deduced from equation 15.
12
FB(AVG)
REF
RAMP
12
9
R//R
1
VV
V
2R //R
R
=+
×
+
(15)
Usually, R9 is set to 0Ω, and it can also be set
following equation 16 for a better noise immunity.
It should also set to be 5 timers smaller than
R1//R2 to minimize its influence on Vramp.
9
4SW
1
R
2C
2F
≤
π×
×
(16)
Using equation 14 to calculate the output voltage
can be complicated. To simplify the calculation of
R1 in equation 14, a DC-blocking capacitor Cdc
can be added to filter the DC influence from R4
and R9. Figure 11 shows a simplified circuit with
external ramp compensation and a DC-blocking
capacitor. With this capacitor, R1 can easily be
obtained by using equation 17 for PWM mode
operation.
−−
=
+
OUT
REF
RAMP
12
REF
RAMP
1
(V
V
V
)
2
RR
1
VV
2
(17)
Cdc is suggested to be at least 10 times larger
than C4 for better DC blocking performance, and
should also not larger than 0.47uF considering
start up performance. In case one wants to use
larger Cdc for a better FB noise immunity,
combined with reduced R1 and R2 to limit the



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