Abstract

A control system is a set of mechanical or electronic devices that regulates other devices or systems by way of control loops. Typically, control systems are computerized. The mode of operation in a Control System where controlling variables is a function of the system and the structure is changed knowingly according to set of rules, which are already declared: for example a sensor based system, is called as sliding control mode where the feedback control system response is limited and revolves around surface in the space to a point of equilibrium. 
 In this mode of schemes, a switching variable dictates which form of control is to be used at a given instant, depending on the position of the state from the surface. First a set of points for which the switching function is null is used called as sliding surface. Sliding Mode Control (SMC) is a very robust technique which can handle sudden and large changes in dynamics of the system which can be applied to many areas like controlling of motor, aircraft and spacecraft, process control and power systems. SMC is one of the best tool in the industry to design controllers for the systems which has variable values, and provides robust properties against matched uncertainties, However,this use of SMC can only be achieved after the occurrence of the sliding mode. Before the occurrence of the switching function as null i.e. during the reaching phase, the system is affected by even matched ones. Several first order SMC applications for linear and nonlinear systems can be found in the literature [1]. Hence to eliminate the reaching phase and to make sure the ruggedness of the system throughout the entire closed-loop system response Integral Sliding Modes are used. In this paper a design procedure for sliding mode controllers for better control of voltage is applied, and then the ideas implemented are extended to all integral sliding modes in order to ensure optimum operation of entire system response[2]. Necessary conditions for the existence of sliding modes are also given. The closed-loop system is also proved to be exponentially stable. Simulation and experimental tests using the prototype of controlled DC-DC CUK converter were performed to validate the proposed control approach.

Highlights

  • In this paper a very popular converter called as CUK converter is used which has low input and output ripple

  • The ĆUK converter designed for variable loads can be operated in both continuous and discontinuous current modes and has many advantages like easier load control, elimination of the reaching phase and ensuring ruggedness of the system.Fig 1 shows different DC-DC Converter topologies

  • The CUK converter described in this chapter operates in continuous conduction mode with an operating frequency and duty ratio of 20, 50 & 80 %.The design data for this converter is specified in Table-2

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Summary

INTRODUCTION

In this paper a very popular converter called as CUK converter is used which has low input and output ripple. The ĆUK converter designed for variable loads can be operated in both continuous and discontinuous current modes and has many advantages like easier load control, elimination of the reaching phase and ensuring ruggedness of the system.Fig 1 shows different DC-DC Converter topologies. The ĆUK converter is a type of DC-DC converter that has an output voltage magnitude that is either greater than or less than the input voltage magnitude, with an opposite polarity. It uses a capacitor as its main energy-storage component, unlike most other types of converters which use an inductor. 2) Discontinous mode Operation(DCMO) From the operating point analysis, the voltage conversion ratio of the CUK converter operating in DCMO can be calculated.

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