A recent paper improved the state of the art for resonant class-E dc/dc converters by relaying their design on the solution of an associated non-linear dimensionless mathematical system. We show in this paper that when the associated nonlinear system can be solved, the solution is not always unique. By considering a simple case study we are able to compute two different solutions leading to two different designs. In the first one the main spectral component of voltage and current waveforms is located around the first clock harmonic, and around the second harmonic in the other solution. Interestingly, the latter design leads to a reduction either in the size of inductors/transformers or in the oscillation frequency (a 2.46x factor), and also a non-negligible improvement in the converter efficiency (from 74.1% to 75.8%).
Pareschi F., Blecic R., Mangia M., Baric A., Rovatti R., Setti G. (2019). Tuning a resonant DC/DC converter on the second harmonic for improving performance: A case study. Institute of Electrical and Electronics Engineers Inc. [10.1109/ISCAS.2019.8702181].
Tuning a resonant DC/DC converter on the second harmonic for improving performance: A case study
Mangia M.;Rovatti R.;
2019
Abstract
A recent paper improved the state of the art for resonant class-E dc/dc converters by relaying their design on the solution of an associated non-linear dimensionless mathematical system. We show in this paper that when the associated nonlinear system can be solved, the solution is not always unique. By considering a simple case study we are able to compute two different solutions leading to two different designs. In the first one the main spectral component of voltage and current waveforms is located around the first clock harmonic, and around the second harmonic in the other solution. Interestingly, the latter design leads to a reduction either in the size of inductors/transformers or in the oscillation frequency (a 2.46x factor), and also a non-negligible improvement in the converter efficiency (from 74.1% to 75.8%).I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.
