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AN892 Datasheet, PDF (14/16 Pages) Silicon Laboratories – DESIGN GUIDE FOR ISOLATED DC/DC USING THE
AN892
A 10uF capacitor was chosen.
4.5. C2 Selection
In most applications, VIN also supplies the VDDA pin that powers the dc—dc controller and left side digital isolator
circuitry. It is recommended to minimize voltage ripple at VDDA. Solving Equation 20:
C2  -I-L---O----A----D-V---D-I-N-----1-R---–-I--P--D-P---L---TE----S---W-----N---  0----.-4----------0---.--2---5----------0-0--.--.7-1--5--5--------4----x---1---0----–---6--------4--  8F
Equation 47.
A 10F capacitor was chosen.
4.6. R5 and R6
The ratio of R5 and R6 is determined by the 5 V output voltage requirement. To reduce the dependence of
feedback gain on the internal error amplifier transconductance, it is recommended to have the parallel combination
resistance to be  10 k. Higher values of R5 + R6 reduce power loss through the divider, but at the expense of
increasing output voltage error due to lVSNS which varies part to part. So R5 and R6 are chosen to target 10k
parallel resistance.
10x103 = R-R----55-----+-----RR-----66-
Equation 48.
5
=
1.05


RR-----56--
+
1
Equation 49.
Substituting Equation 48 into Equation 49 and solving for R6,
10x103 = 3----.-47---.-6-7---R6----6-- R6 = 12.66x103 R5 = 48.1x103
Equation 50.
The nearest 1% resistor to 12.66 k is 12.7 k. However, setting R5 to either 47.5k or 48.7k does not target
exactly 5V as well as other 1% resistor pairs. A better match was found with R6=13.3 k and R5=49.9 k.
4.7. Compensation Network
The compensation network is comprised of R7 and C11. R7 is fixed to match RINT and 49.9 k is the nearest 1%
resistor value. The C11 places the compensation zero in relationship to the crossover frequency. The equation for
crossover frequency can be had by multiplying the P-mode gain (Equation 31) by the frequency of the pole created
by RLOAD and C10 (Equation 36):
fc  -5---0----x---1---0-R---3--5-------3---NR-----L---O----A---D--  2--------R----L---O---1-A----D----C----1----0-  12.1kHZ
Equation 51.
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