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EM5305VT Datasheet(PDF) 10 Page - Excelliance MOS Corp.

Part # EM5305VT
Description  12V Synchronous Buck controller
PDF  12 Pages
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Manufacturer  EXCELLIANCE [Excelliance MOS Corp.]
Direct Link  http://www.excelliancemos.com/
Logo EXCELLIANCE - Excelliance MOS Corp.

EM5305VT Datasheet(HTML) 10 Page - Excelliance MOS Corp.

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2013/7/11
A.2
10
EM5305
Feedback Compensation
If fESR is lower than fcross and close to fLC, the
phase lead of the capacitor ESR zero almost cancels
the phase loss of one of the complex poles of the
LC filter around the crossover frequency. Use a
Type II compensation network with a one zero and
a high-frequency pole to stabilize the loop. In
Figure 2, RF and CF introduce a one zero (fZ1). RF
and CCF in the Type II compensation network
provide
a
high-frequency
pole
(fP1),
which
mitigates the effects of the output high-frequency
ripple.
Fig.2 Compensation
II for Voltage Mode Buck Converter
When using a low-ESR tantalum or OSCON type,
the ESR-induced zero frequency is usually above
the targeted zero crossover frequency (fcross). Use
Type III compensation Fig3.Type III compensation
provides two zeros to cancel the pair of complex
poles introduced by LC filter.
Fig.2 Compensation
III for Voltage Mode Buck Converter
Fig.3 shows the Bode plot for the control loop. The
compensation
gain
uses
external
impedance
networks ZIN and ZFB to provide a stable loop. A
stable control loop has a gain crossing with
-20db/decade slope and phase margin greater than
45 degrees.
Fig.3 Bode Plot of Voltage Mode Buck Converter
Output Inductor Selection
The output inductor is selected to meet the output
voltage ripple requirements and minimize the
response time to the load transient. The inductor
value determines the current ripple and voltage
ripple. The ripple current is approximately the
following equation:
SW
IN
OUT
OUT
IN
L
F
*
V
V
L
V
V
ΔI
∗
−
=
Output Capacitor Selection
An output capacitor is required to filter the output
and supply the load transient. The selection of
output capacitor depends on the output ripple
voltage. The output ripple voltage is approximately
bounded by the following equation:
)
OUT
SW
L
OUT
C
*
F
*
8
1
(ESR
*
ΔI
ΔV
+
=



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