Design of hierarchical terminal sliding mode control scheme for fractional-order systems PROJECT TITLE :Design of hierarchical terminal sliding mode control scheme for fractional-order systemsABSTRACT:This study presents a novel fractional hierarchical terminal sliding mode control (SMC) theme for finite-time stabilisation of non-autonomous fractional-order dynamical systems. It's assumed that the fractional-order system is disturbed by some model uncertainties and external noises. A novel fractional hierarchical terminal sliding surface is proposed and its finite time convergence to the origin is shown. Based mostly on the fractional Lyapunov stability theorem and SMC theory, a strong sliding mode switching management law comes to ensure the existence of the sliding motion in finite time. It's mathematically proved that the states of the error can reach the proposed hierarchical terminal sliding surface in finite time. The introduced technique is applied for synchronisation of the fractional-order chaotic Arneodo and Genesio systems to point out the usefulness of the strategy. Furthermore, 2 non-autonomous fractional-order systems, particularly Van der Pol equation and gyro system, are successfully stabilised using the proposed strategy to verify the theoretical results of this study. Did you like this research project? To get this research project Guidelines, Training and Code... Click Here facebook twitter google+ linkedin stumble pinterest Porous core photonic crystal fibre with metal-coated central hole for terahertz applications Guaranteed cost consensus problems for second-order multi-agent systems