Analysis of the Fuzzy Controllability Property and Stabilization for a Class of T–S Fuzzy Models PROJECT TITLE :Analysis of the Fuzzy Controllability Property and Stabilization for a Class of T–S Fuzzy ModelsABSTRACT:During this paper, the controllability property for a class of Takagi-Sugeno (T-S) fuzzy models is analyzed, whereas a totally nonlinear stabilizer is meant in a sensible method. It is shown that international fuzzy stabilizers can be made in a nonconservative method by means that of a relatively easy approach. The existence of such controllers depends on the fuzzy controllability conditions, which are derived in a easy manner. The most advantage of the proposed approach is that the convergence of the closed-loop system will be imposed arbitrarily. Some examples are given so as to illustrate the validity of the strategy. Finally, the proposed controller is applied on an underactuated system called “pendubot” and also the results are compared with an stabilizer designed on the basis of LMIs. Did you like this research project? To get this research project Guidelines, Training and Code... Click Here facebook twitter google+ linkedin stumble pinterest The Voltage–Current Scaling Relationship and Impedance of DC Electromagnetic Launchers On-line partial discharge source location in single-core cables with multi sheath-ground connections