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MP3910 Datasheet(PDF) 16 Page - Monolithic Power Systems

Part # MP3910
Description  Peak Current Mode Boost PWM Controller with Programmable Frequency, External Soft Start, and Light Load Operation
PDF  23 Pages
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Manufacturer  MPS [Monolithic Power Systems]
Direct Link  http://www.monolithicpower.com
Logo MPS - Monolithic Power Systems

MP3910 Datasheet(HTML) 16 Page - Monolithic Power Systems

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MP3910 –PEAK CURRENT MODE BOOST CONTROLLER
MP3910 Rev. 1.11
www.MonolithicPower.com
16
11/6/2014
MPS Proprietary Information. Patent Protected. Unauthorized Photocopy and Duplication Prohibited.
© 2014 MPS. All Rights Reserved.
APPLICATION INFORMATION
COMPONENT SELECTION
MP3910 can be used for topologies including
Flyback, Boost and Sepic. Refer to figure 5 and
below
introduction
for
typical
external
component selection of boost converter.
Setting the Output Voltage
Set the output voltage by selecting the resistive
voltage divider ratio. If we use 10kΩ for the low-
side resistor (RFBL) of the voltage divider, we
can determine the high-side resistor (RFBH) by
the equation:
FBL
OUT
REF
FBH
REF
R(V
V
)
R
V

Where VOUT is the output voltage
For RFBL=10kΩ, VOUT=24V and VREF=1.237V,
then RFBH=182kΩ.
Selecting the Soft-start Capacitor
MP3910 ramps external capacitor voltage on
SS pin to control COMP voltage, which
determines inductor peak current. The SS pin
voltage can be calculated by blew equation:
ss
ss
54 A
Vss
T
C

When OLP, SCP, OVP occurs, the SS acts as a
timer. Once the protection occurs, the 1.66uA
current discharges SS cap for hiccup protection.
Selecting the Input Capacitor
An input capacitor is required to supply the AC
ripple current to the inductor, while limiting
noise at the input source. A low ESR capacitor
is required to keep the noise to the IC at a
minimum. Ceramic capacitors are preferred, but
tantalum or low-ESR electrolytic capacitors may
also suffice. When using tantalum or electrolytic
capacitors, a small high quality ceramic
capacitor, i.e. 0.1uF, should be place close to
IC. The capacitance for boost input can be
calculated as:
IN
IN
SW
I
C
8V
F

Where ΔI is the peak-to-peak inductor ripple
current and ΔVIN is the input voltage ripple.
Selecting the Output Capacitor
The output capacitor maintains the DC output
voltage.
For
best
results,
use
low-ESR
capacitors to minimize the output voltage ripple.
The output capacitor’s characteristics also
affect system stability. For best results, use
ceramic, tantalum, or low-ESR electrolytic
capacitors.
For
ceramic
capacitors,
the
capacitance dominates the impedance at the
switching frequency, and so the output voltage
ripple is mostly independent of the ESR. The
output voltage ripple is estimated as:
IN
OUT
OUT
LOAD
OUT
SW
V
1
V
VI
CF

Where ∆VOUT is the output ripple voltage, VIN
and VOUT are the DC input and output voltage,
respectively, ILOAD is the load current, FSW is the
switching frequency, and COUT is the value of
the output capacitor.
For tantalum or low-ESR electrolytic capacitors,
the ESR dominates the impedance at the
switching frequency, so the output ripple is
estimated as:
IN
OUT
LOAD
ESR
OUT
OUT
LOAD
OUT
SW
IN
V
1
VI
R
V
VI
CF
V


Where RESR is the equivalent series resistance
of the output capacitors. Choose an output
capacitor that satisfies the output ripple and
load transient requirements of the design.
Selecting the Inductor and Current Sensing
Resistor
The inductor is required to transfer the energy
between the input source and the output
capacitors. A larger value inductor results in
less ripple current that results in lower peak
inductor current, and therefore reduces the
stress on the power MOSFET. However, the
larger value inductor has a larger physical size,
higher series resistance, and lower saturation
current.
A good rule of thumb is to allow the peak-to-
peak ripple current to be approximately 30-50%
of the maximum input current. Make sure that
the peak inductor current is below 80% of the
IC’s maximum current limit at the operating duty
cycle to prevent loss of regulation. Make sure
that the inductor does not saturate under the
worst-case load transient and startup conditions.
The
required
inductance
value
can
be
calculated by:



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