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MP8606 Datasheet(PDF) 15 Page - Monolithic Power Systems

Part # MP8606
Description  6A, 6.5V, Fast-Transient, Synchronous Step-Down Converter
PDF  17 Pages
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Manufacturer  MPS [Monolithic Power Systems]
Direct Link  http://www.monolithicpower.com
Logo MPS - Monolithic Power Systems

MP8606 Datasheet(HTML) 15 Page - Monolithic Power Systems

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MP8606
– 6A, 6.5V SYNCHRONOUS STEP-DOWN CONVERTER
MP8606 Rev. 1.03
www.MonolithicPower.com
15
8/2/2013
MPS Proprietary Information. Patent Protected. Unauthorized Photocopy and Duplication Prohibited.
© 2013 MPS. All Rights Reserved.
In the case of POSCAP or electrolytic capacitors,
the ESR dominates the impedance at the
switching frequency. The ramp voltage generated
from the ESR is high enough to stabilize the
system, and does not require an external ramp. A
minim
um ESR value of 12mΩ is recommended
to ensure stable operation of the converter. For
simplification,
the
output
ripple
can
be
approximated as:
OUT
OUT
OUT
ESR
SW
IN
VV
V
(1
) R
F
L
V
 
(18)
Maximum output capacitor limitation should be
also considered in design application. MP8606
has an around 1ms soft-start time period. If the
output capacitor value is too high, the output
voltage can
’t reach the design value during the
soft-start time, and then it will fail to regulate. The
maximum output capacitor value Co_max can be
limited approximately by:
O _ MAX
LIM _ AVG
OUT
ss
OUT
C
(I
I
) T / V
(19)
Where, ILIM_AVG is the average start-up current
during soft-start period. Tss is the soft-start time.
Inductor
The inductor is necessary to supply constant
current to the output load while being driven by
the
switched
input
voltage.
A
larger-value
inductor will result in less ripple current that will
result in lower output ripple voltage. However, a
larger-value inductor will have a larger physical
footprint, higher series resistance, and/or lower
saturation current. A good rule for determining
the inductance value is to design the peak-to-
peak ripple current in the inductor to be in the
range of 30% to 40% of the maximum output
current, and that the peak inductor current is
below the maximum switch current limit. The
inductance value can be calculated by:
OUT
OUT
SW
L
IN
VV
L
(1
)
F
I
V
 

(20)
Where ΔI
L
is the peak-to-peak inductor ripple
current.
The inductor should not saturate under the
maximum inductor peak current, where the peak
inductor current can be calculated by:
OUT
OUT
LP
OUT
SW
IN
VV
I
I
(1
)
2F
L
V
 
(21)
Design Example
Some
design
examples
and
recommended
maximum output capacitor value with typical
outputs are provided below:
Table 1
—V
OUT=1V (L=0.47µH)
VIN
(V)
VOUT
(V)
R7
(
Ω)
R4
(
Ω)
C4
(
F)
R1
(
Ω)
R2
(
Ω)
FSW
(Hz)
5
1
169
k
442
k
100p
20
k
30
k
1000k
Table 2
— V
OUT=1.8V (L=2µH)
VIN
(V)
VOUT
(V)
R7
(
Ω)
R4
(
Ω)
C4
(
F)
R1
(
Ω)
R2
(
Ω)
FSW
(Hz)
5
1.8
740k
442k
270p
42.2k
20k
400k
Table 3
— V
OUT=2.5V (L=1µH)
VIN
(V)
VOUT
(V)
R7
(
Ω)
R4
(
Ω)
C4
(
F)
R1
(
Ω)
R2
(
Ω)
FSW
(Hz)
5
2.5
630k
442k
220p
52k
15k
650k
Table 4
— V
OUT=3.3V (L=1µH)
VIN
(V)
VOUT
(V)
R7
(
Ω)
R4
(
Ω)
C4
(
F)
R1
(
Ω)
R2
(
Ω)
FSW
(Hz)
5
3.3
620k
390k
220p
50k
10k
860k
The detailed application schematic is shown in
Figure 10. The typical performance and circuit
waveforms have been shown in the Typical
Performance Characteristics section. For more
possible applications of this device, please refer
to related Evaluation Board Data Sheets.



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