Technical Note
7/13
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2011.05 - Rev.B
© 2011 ROHM Co., Ltd. All rights reserved.
BD95830MUV
External Component Selection
1. Inductor (L) selection
Passing a current larger than the inductor’s rated current will cause magnetic saturation in the inductor and decrease
system efficiency. When selecting an inductor, be sure to allow enough margin to assure that peak current does not
exceed the inductor’s rated current value.
To minimize possible inductor damage and maximize efficiency, choose a inductor with a low (DCR, ACR) resistance.
2. Output Capacitor (C
OUT) Selection
Also, give due consideration to the conditions in formula (7) below for output capacitance, bearing in mind that output rise
time must be established within the soft start time frame. As output capacitor capacitance, bypass capacitor will be
connected to output load side (C
EXT, figure above). Please set the over current detection value with regards to these
capacitance.
Note: an improper output capacitor may cause startup malfunctions.
3. Input Capacitor (C
IN) Selection
A low-ESR capacitor is recommended to reduce ESR loss and maximize efficiency.
The inductance value has a major influence on output ripple current.
A
s formula (3) below indicates, the greater the inductance or
switching frequency, the lower the ripple current.
ΔI
L=
(V
IN -VOUT)×VOUT
L×VIN×f
[
A
]
・・・
(
3
)
The proper output ripple current setting is about 30% of maximum
output current.
ΔI
L=0.3×IOUTmax. [A]・・・(4)
L=
(VIN -VOUT)×VOUT
ΔIL×VIN×f
H
・・・
(
5
)
(ΔI
L: output ripple current, f: switching frequency)
In order to prevent transient spikes in voltage, the input capacitor selected must have
a low enough ESR resistance to fully support a large ripple current on the output.
The formula for ripple current IRMS is given in equation (8) below:
I
RMS=IOUT×
VOUT
(
VIN -VOUT
)
VIN
[A]・・・
(
8
)
Where V
IN =2×VOUT, IRMS=
I
OUT
2
Output Capacitor (COUT) has a considerable influence on output
voltage regulation due to a rapid load change and smoothing outpu
t
ripple voltage. Determine the capacitor by considering the value o
f
capacity, the equivalent series resistance, and equivalent series
inductance. Also, make sure the capacitor’s voltage rating is high
enough for the set output voltage (including ripple).
Output ripple voltage is determined as in formula (6) below.
ΔVOUT=ΔIL/(8×COUT×f)+ESR×ΔIL +ESL×ΔIL / TON・・・(6)
(ΔI
L: Output ripple current; ESR: Equivalent series resistance,
ESL: Equivalent series inductance)
C
OUT
1.3ms×(Limit-I
OUT)
V
OUT
・・・
(
7
)
Limit: Over current detection
I
OUT: Output current
ΔIL
VIN
IL
L
Co
V
OUT
Output Ripple Current
HG
SW
LG
Input Capacitor
VIN
L
C
OUT
VOUT
CIN
HG
SW
LG
VIN
L
C
OUT
VOUT
ESR
Output Capacitor
ESL
HG
SW
LG
Load
CEXT
Technical Note
8/13
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2011.05 - Rev.B
© 2011 ROHM Co., Ltd. All rights reserved.
BD95830MUV
4. Output Voltage Setting
The IC will try to maintain output voltage such that REFV
FB.
However, the actual output voltage will also reflect the average ripple voltage value.
The output voltage is set via a resistive voltage divider between the output and the FB pin. The formula for output voltage
is given in (9) below:
Output voltage = ×
REF = 0.8 – (ON duty × 0.1) [V] ・・・(10)
ON duty = ・・・(11)
R1+R2
R2
REF +ΔVOUT [V] ・・・(9)
V
OUT
VIN
H
3
Reg
TM
CONTROLLA
S
RQ
Driver
Circuit
Output voltage
FB
R1
R2
ESR
REF
VIN
Technical Note
9/13
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2011.05 - Rev.B
© 2011 ROHM Co., Ltd. All rights reserved.
BD95830MUV
5. Relationship between output voltage and Ton duration
Both 1ch and 2ch of BD95830MUV are synchronous rectification type of switching controllers operated at fixed-frequency.
The Ton duration for each channel depends on the output voltage settings, as described by the following formulas.
T
ON =
Thus from the above Ton duration, the frequency of the applied condition is
Frequency =
However with actual applications, there exists a rising and falling time of the SW and the switching speed, which may vary
the above parameters. Thus please also verify those parameters experimentally.
6. Relationship between output current and frequency
BD95830MUV is a fixed-Ton type of switching controller. When the output current increases, the switching loss of the coil
and MOSFET also increases and hence the switching frequency speeds up.
The loss of the coil and MOSFET is determined as
(Ronh : On-resistance of high-side MOSFET, Ronn : On resistance of low-side MOSFET,
ESR : C
OUT Equivalent series resistance)
Taking the above losses into the frequency equation, then T (=1/Freq) becomes
However since the parasitic resistance of the layout pattern exists in actual applications and affects the parameter, please
also verify experimentally.
V
OUT
VIN
×1.34µ+70n [ns]・・・(12)
VOUT
VIN
×
1
TON
[kHz]・・・(13)
400
450
500
550
600
650
700
12345
VOUT [V]
Frequency [kHz]
VIN=8V
VIN=12V
VIN=15V
VOUT
V
IN
V
IN
V
OUT
Loss of coil = IOUT
2
× DCR
Loss of high-side MOSFET = I
OUT
2
× Ronh ×
Loss of low-side MOSFET = IOUT
2
× Ronh × (1 -
)
V
IN × IOUT × TON
VOUT × IOUT + + +
T (=1/Freq) =
・・・(14)

BD95830MUV-E2

Mfr. #:
Manufacturer:
Description:
Switching Voltage Regulators IC Pwr Swtch Reg Integrated FET
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