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Published on: June 1, 2022
Closed-form design optimization for LLC converters with wide output voltage range based on FHA.
Ahmed M A Hussein1, Mostafa I Marei2, Mohammad H Soliman1
1Electric Power and Machines Department, Ain Shams University, Cairo, 11535, Egypt.
This study introduces a new analytical method for designing LLC resonant converters, improving efficiency across wide voltage ranges. The computationally efficient approach avoids complex numerical solvers for optimal parameter determination.
Area of Science:
- Electrical Engineering
- Power Electronics
- Converter Design
Background:
- Wide input/output voltage ranges in LLC resonant converters present significant design challenges.
- Traditional numerical optimization methods for converter design are computationally intensive.
- Achieving regulation over wide output voltages requires higher inductance ratios and broader switching frequencies.
Purpose of the Study:
- To develop a novel, computationally efficient design optimization strategy for LLC resonant converters.
- To establish closed-form analytical equations for systematic and non-iterative optimal design.
- To provide a framework for analyzing design trade-offs in wide-range converters.
Main Methods:
- Derivation of closed-form analytical equations for LLC resonant converter design.
- Development of a step-by-step procedure for optimal parameter determination.
- Validation through simulation of a 495 W LLC converter with wide input (320-370 V) and output (35-165 V) ranges.
Main Results:
- The proposed analytical method enables optimal LLC converter design without numerical solvers.
- The methodology is computationally efficient and systematic.
- Simulated 495 W converter achieved full output voltage range and peak efficiency near full load.
- Soft switching was maintained across the entire operating range.
Conclusions:
- The novel analytical approach offers an efficient and systematic method for designing LLC resonant converters for wide voltage applications.
- This strategy enhances full-load efficiency and maintains soft switching.
- The derived equations facilitate design trade-off analysis, simplifying the optimization process.
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