Abstract

The operation of Boost converters in discontinuous conduction mode (DCM) is suitable for many applications due to the, among other advantages, inductor volume reduction, high efficiency, paralleling, and low cost. Uses in biomedicine, nano/microelectromechanical, and higher power systems, where wide ranges of input/output voltage and a constant power load (CPL) can coexist, are well-known examples. Under extremely wide operating ranges, it is not difficult to change to a continuous conduction mode (CCM) operation, and instability, chaos, or bifurcations phenomena can occur regardless of the conduction mode. Unfortunately, existing control strategies consider a single conduction mode or linearized models because only slight resistive/CPL power level or input/output voltage variations (and no conduction mode changes) were expected. In this paper, new mathematical models for the Boost converter (with resistive or CPL) that are conduction mode independent are presented and validated. Since the open-loop dynamics of the proposed CPL model is unstable, a nonlinear control law capable of stabilizing the boost converter regardless of the conduction mode is proposed. A stability analysis based on a common-Lyapunov function is provided, and numerical and experimental tests are presented to show the proposal’s effectiveness.

Highlights

  • It is well-known that the Boost converter can operate in three modes, named CCM, critical conduction mode (CRM), and discontinuous conduction mode (DCM), related to the energy stored in the inductor

  • It is not difficult to achieve DCM to CCM changes in a Boost converter, with both a resistive load or a constant power load (CPL) and in addition, with a CPL, the conduction mode depends on their power level and output voltage/current

  • Linearized models are accurate only in a small region containing the operating point. It is worth mentioning the work in [34], the authors reported that the Boost converter operating in DCM with a CPL is stable during steady-state

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Summary

Introduction

It is well-known that the Boost converter can operate in three modes, named CCM, critical conduction mode (CRM), and DCM, related to the energy stored in the inductor. It is not difficult to achieve DCM to CCM changes in a Boost converter, with both a resistive load or a CPL and in addition, with a CPL, the conduction mode depends on their power level and output voltage/current. Linearized models are accurate only in a small region containing the operating point It is worth mentioning the work in [34], the authors reported that the Boost converter operating in DCM with a CPL is stable during steady-state. The authors in [35] presented a current control for the Boost converter feeding a CPL and included a passive compensation (paralleled RC network) They based their analysis on small-signal models valid only in a small region containing the operating point.

CMI Model of the Boost Converter
Validation of the CMI Model for the Boost Converter
Open-Loop Instability of the Boost Converter Dynamics with a CPL
Closed-Loop Numerical and Experimental Validations
Conclusions
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