An Analysis-Supported Design of a Single Active Bridge (SAB) Converter

Abstract

Currently, due to its various applications, the high-performance isolated dc-dc converter is in demand. In applications where unidirectional power transfer is required, the single active bridge (SAB) is the most suitable one due to its simplicity and ease of control. The general schematic of the SAB converter consists of an active bridge and a passive bridge, which are connected through a high-frequency transformer thus isolated. The paper summarizes the behavior of this converter in its three operation modes, namely the continuous, discontinuous, and boundary modes. Later, the features of this converter, such as its input-to-output and external characteristics are discussed. Input-to-output characteristics include the variation of converter output power, voltage, and current with an input control variable i.e., phase-shift angle, whereas the external characteristic is the variation of the output voltage as a function of output current. In this discussion, the behavior of this converter in its extreme operating conditions is also examined. The features of the characteristics are elucidated with the help of suitable plots obtained in the MATLAB environment. Afterward, the specifications of a SAB converter are given and, based on the results of the analysis, a detailed design of its electrical elements is carried out. To validate the features and the design procedures presented in this paper, a prototype is developed. An element-wise loss estimation is also carried out and the efficiency of the converter has been found to be approximately equal to 93%. Lastly, the test was executed on this prototype, confirming the theoretical findings concerning this converter.

Analyzing the Effectiveness of Single Active Bridge DC-DC Converter under Transient and Load Variation

“…Ref. [26] also analyzed the behavior of the full active-bridge SAB converter in three operating modes, namely the continuous conduction (CCM), the discontinuous conduction mode (DCM), and the boundary conduction mode (BCM).…”

“…Both loops were designed with PI controllers. The values of the voltage loop PI controller are obtained from (24) and (26). Similarly, ( 27) and ( 28) are used to develop the PI controller for the current loop.…”