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BD9329AEFJ-LB Datasheet(PDF) 10 Page - Rohm

Part # BD9329AEFJ-LB
Description  4.2V to 18V, 3A 1ch Synchronous Buck Converter integrated FET
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Manufacturer  ROHM [Rohm]
Direct Link  http://www.rohm.com
Logo ROHM - Rohm

BD9329AEFJ-LB Datasheet(HTML) 10 Page - Rohm

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Datasheet
Datasheet
10/18
TSZ02201-0323AAJ00320-1-2
© 2014 ROHM Co., Ltd. All rights reserved.
27.Feb.2014 Rev.002
www.rohm.com
TSZ22111 • 15 • 001
BD9329AEFJ-LB
PHASE MARGIN
-180°
-90°
-180
-90
0
0
A
(a)
GBW(b)
F
F
Gain [dB]
PHASE
FCRS
( i ) Choosing phase compensation resistor RCMP
The compensation resistor RCMP can be on following formula.
RCMP =
2πx VOUT x FCRS x COUT
[Ω]
VFB x GMP x GMA
Where
VOUT ; Output voltage, FCRS ; Cross over frequency, COUT ; Output Capacitor,
VFB ; internal feedback voltage (0.9V(TYP)), GMP ; Current Sense Gain (7.8A/V(TYP)) ,
GMA ; Error Amplifier Trans-conductance (300µA/V(TYP))
Setting VOUT= 3.3V, FCRS= 38kHz, COUT= 20µF;
RCMP =
2πx 3.3 x 38k x 20u
=
7.48k ~= 7.5k
[Ω]
0.9 x 7.8 x 300u
( ii ) Choosing phase compensation capacitor CCMP
For the stability of DC/DC converter, canceling the phase delay that derives from output capacitor COUT and
resistive load ROUT by inserting the phase advance.
The phase advance can be added by the zero on compensation resistor RCMP and capacitor CCMP.
Making Fz= FCRS / 6 gives a first-order estimate of CCMP.
Compensation Capacitor
CCMP=
1
[F]
2π x RCMP x Fz
Setting Fz= FCRS/6 = 6.3kHz;
Compensation Capacitor
CCMP=
1
=
3.54n ~= 3.3n
[F]
2π x 7.5k x 6.3k
However, the best values of zero and FCRS are different between applications. After calculation above formula and
confirmation actual application, please decide values finally.
( iii ) The condition of the loop compensation stability
The stability of DC/DC converter is important. To secure the operating stability, please check the loop compensation
has the enough phase-margin. For the condition of loop compensation stability, the phase-delay must be less than
150 degree where Gain is 0 dB.
Feed forward capacitor CRUP boosts phase margin over a limited frequency range and is sometimes used to
improve loop response. CRUP will be more effective if RUP >> RUP||RDW
Figure 21
Figure 22
(3)
Design of Feedback Resistance constant
Set the feedback resistance as shown below.
Figure 23
VOUT =
R1 + R2
× 0.9
[V]
R2
VOUT
RUP
CCMP
COM P
RCMP
FB
RDW
0.9V
CRUP
VOUT
R1
R2
ERR
0.9V
FB


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