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Half-Bridge LLC Resonant Converter Design Using FSFR-Series ...

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AN-4151 APPLICATION NOTE<br />

Vin<br />

(From PFC<br />

output)<br />

C DL<br />

R max<br />

Vcc<br />

R min<br />

C B<br />

C LVcc<br />

R LPF<br />

R SS<br />

C SS<br />

RT<br />

CON<br />

CS<br />

C LPF<br />

R sense<br />

LVcc<br />

R damp<br />

Control<br />

IC<br />

D boot<br />

VDL<br />

SG PG<br />

© 2007 Fairchild Semiconductor Corporation www.fairchildsemi.com<br />

Rev. 1.0.1 • 5/15/12 8<br />

Cr<br />

HVcc<br />

C HVcc<br />

V CTR<br />

L lkp<br />

Lm<br />

L lks<br />

Np Ns<br />

Integrated<br />

transformer<br />

Ns<br />

L lks<br />

D1<br />

D2<br />

R bias<br />

KA431<br />

Figure 17. Reference Circuit for <strong>Design</strong> Example of <strong>LLC</strong> <strong>Resonant</strong> <strong>Half</strong>-bridge <strong>Converter</strong><br />

5. <strong>Design</strong> Procedure<br />

In this section, a design procedure is presented using the<br />

schematic in Figure 17 as a reference. An integrated<br />

transformer with center tap, secondary side is used and<br />

input is supplied from power factor correction (PFC) preregulator.<br />

A DC/DC converter with 192W/24V output has<br />

been selected as a design example. The design<br />

specifications are as follows:<br />

- Nominal input voltage: 400VDC (output of PFC stage)<br />

- Output: 24V/8A (192W)<br />

- Hold-up time requirement: 20ms (50Hz line freq.)<br />

- DC link capacitor of PFC output: 220µF<br />

[STEP-1] Define the system specifications<br />

As a first step, define the following specification.<br />

Estimated efficiency (Eff): The power conversion<br />

efficiency must be estimated to calculate the maximum<br />

input power with a given maximum output power. If no<br />

reference data is available, use Eff = 0.88~0.92 for lowvoltage<br />

output applications and Eff = 0.92~0.96 for highvoltage<br />

output applications. With the estimated efficiency,<br />

the maximum input power is given as:<br />

P<br />

P<br />

o<br />

(11)<br />

in<br />

E ff<br />

Input voltage range (Vin min and Vin max ): The maximum<br />

input voltage would be the nominal PFC output voltage as:<br />

V V<br />

(12)<br />

max<br />

in O. PFC<br />

Even though the input voltage is regulated as constant by<br />

PFC pre-regulator, it drops during the hold-up time. The<br />

minimum input voltage considering the hold-up time<br />

requirement is given as:<br />

2PinTHU DL<br />

C o<br />

R d<br />

C F<br />

R F<br />

Vo<br />

min 2<br />

Vin VO.<br />

PFC (13)<br />

C<br />

where VO.PFC is the nominal PFC output voltage, THU is a<br />

hold-up time, and CDL is the DC link bulk capacitor.<br />

(<strong>Design</strong> Example) Assuming the efficiency is 92%,<br />

P 192<br />

o<br />

P 209W<br />

in<br />

E 0.92<br />

ff<br />

max<br />

Vin VO. PFC 400V<br />

min 2 2PT<br />

in HU<br />

Vin VO.<br />

PFC <br />

CDL<br />

3<br />

2 2 209 20 10<br />

400 349V<br />

6<br />

220 10<br />

[STEP-2] Determine the Maximum and<br />

Minimum Voltage Gains of the <strong>Resonant</strong><br />

Network<br />

As discussed in the previous section, it is typical to operate<br />

the <strong>LLC</strong> resonant converter around the resonant frequency<br />

(fo) to minimize switching frequency variation. Since the<br />

input of the <strong>LLC</strong> resonant converter is supplied from PFC<br />

output voltage, the converter should be designed to operate<br />

at fo for the nominal PFC output voltage.<br />

As observed in Equation 10, the gain at fo is a function of<br />

m (m=Lp/Lr). The gain at fo is determined by choosing that<br />

value of m. While a higher peak gain can be obtained with<br />

a small m value, too small m value results in poor coupling

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