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AN2644 Datasheet(PDF) 42 Page - STMicroelectronics |
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AN2644 Datasheet(HTML) 42 Page - STMicroelectronics |
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42 / 64 page ![]() The LLC resonant half-bridge converter AN2644 42/64 Unless the converter is running at very high frequency, which would make turn-off losses dominant, RDS(on) is usually the major source of power loss in power MOSFET. In the total loss budget, however, the power wasted in power MOSFETs is usually a minor contributor, especially when the converter is powered from the output of a PFC preregulator (400 V typ.). It is not uncommon to see power MOSFETs running cool with minimum heat sinking. The resonant capacitor Cr dissipates because of its own ESR. For this reason, especially when very high efficiency is required, Cr should be a low-loss one, suited for AC/pulse applications. Polypropylene film capacitors are the preferred choice. Concerning the transformer, high frequency copper losses need to be particularly addressed. In fact, eddy currents and proximity losses are considerable, especially in the side-by-side winding arrangement because of the high transverse flux. Litz-type or multistrand wire is a must for both primary and secondary windings. Switching losses are essentially located in the power MOSFET Q1 and Q2. As previously stated, the value of the switched current at heavy load (IRmin) is a trade-off between the need for ensuring ZVS for both Q1 and Q2 and their turn-off losses. The higher the switched current is, the higher the margin for ZVS will be, but at the expense of larger switching loss due to voltage-current overlap. It is intuitive that the optimum design, in terms of total dynamic losses minimization, is the one that uses for IRmin the minimum value necessary to achieve ZVS. It still provides zero capacitive turn-on losses with minimum switching losses at turnoff. Since component tolerance must be accounted for, and losing ZVS must be avoided not only for efficiency reasons but also to prevent troubles, adequate margin needs to be considered and the typical operation will be suboptimal. Secondary rectifiers are usually the components where the majority of power losses occur. Assuming the rectifiers are identical, their cumulative conduction losses are given by: Equation 16 where Vth is the rectifier's threshold voltage and Rd its dynamic resistance. With bridge rectification, losses are almost double because there are always two diodes in the conduction path (we say "almost" because of the lower blocking voltage rating, so that Vth and Rd are expected to be slightly lower for the same current rating). Hence this arrangement is preferred when the output voltage is high. Firstly, the efficiency loss due to the rectifiers (which is ∝ 2 VF/Vout) becomes less significant. Secondly, the higher the output voltage is, the more a lower blocking voltage requirement becomes beneficial. As compared to the ZVS Asymmetrical Half-bridge and the Forward converter, conduction losses (for the same technology and blocking voltage) would be slightly greater because of the worse current form factor that would increase the term, but this is compensated by the absence of recovery and its associated losses. In the end, considering also that in the LLC resonant half-bridge there is no secondary choke with its associated losses, it is expected that the total secondary losses will be lower. 2.8 Small-signal behavior It is essential to know the small-signal behavior of the LLC resonant converter to be able to design the feedback loop. In line with the approach followed to describe its steady-state Pd V thIout dc – R dIout rms – 2 + 2V thIout dc – R dIout rms – 2 + () ⎩⎭ ⎪⎪ ⎨⎬ ⎪⎪ ⎧⎫ = full - wave rectification bridge rectification |
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