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SC4524FEVB 데이터시트(PDF) 14 Page - Semtech Corporation

부품명 SC4524FEVB
상세설명  18V 2A Step-Down Switching Regulator
PDF  23 Pages
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제조업체  SEMTECH [Semtech Corporation]
홈페이지  http://www.semtech.com
Logo SEMTECH - Semtech Corporation

SC4524FEVB 데이터시트(HTML) 14 Page - Semtech Corporation

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SC4524F
14
Applications Information (Cont.)
the converter output needs to be loaded or V
IN needs to
be increased. Using larger soft-start capacitor C
SS will also
help in starting bootstrap because there will be current in
the inductor over a longer period of time. Figures 7(a) and
7(b) show the minimum input voltage required to start
bootstrap and to run before dropping out as a function of
the load current. The minimum start-up V
IN decreases with
higher dV
IN/dt or larger soft-start capacitor CSS. The lines
labeled “dropout”in these graphs show that once started,
the bootstrap circuit is able to sustain itself down to zero
load.
Minimum Soft-start Capacitance Css
To ensure normal operation, the minimum soft-start
capacitance C
SS can be calculated in terms of the output
capacitance C
O and output load current IO according to
the following equations.
Substituting the first equation into the second equation,
where V
SS is the soft-start capacitor voltage and ISS is the
soft-start charging current. V
1 is the voltage defined in
Figure 2.
To ensure successful startup, the total current drawn
from the output must be less than the maximum output
capability of the part,
2.3A
dt
dV
C
R
V
0
0
0
≤
×
+
Substituting the third equation of this section into the
previous equation,
2.3A
C
C
2I
R
V
SS
0
SS
0
≤
×
+
Rearranging,
Therefore the minimum C
SS depends on the output
capacitance and the load current. Larger C
SS is necessary
when starting into a heavy load (small R).
(a)
(b)
Figure 7. The Minimum Input Voltage to Start and
to Run Before Dropout. The Regulator is
Bootstrapped from its Output [Figure 6(a)].
D
1 is 1N4148. (a) VOUT = 5V (b) VOUT = 3.3V
SS
SS
SS
C
I
dt
dV =
(
)
[
]
1.2V
V
2
dt
d
dt
dV
dt
dV
SS
1
0
−
=
=
−
×
≥
R
V
3.5A
C
2I
C
0
0
SS(MAX)
SS
SS
SS
0
C
2I
dt
dV
=



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