Sliding Mode Control of Fractional-order Systems

Sliding Mode Control of Fractional-order Systems by Hamid Reza Karimi, Xin Meng, and Baoping Jiang is a cutting-edge resource that brings together robust control theory and fractional calculus to solve today’s most challenging control problems.

Grasp the power of sliding mode control applied to fractional-order systems through clear, rigorous exposition that balances theory with practical design. This book captures attention with its modern approach to stability analysis, controller synthesis, and disturbance rejection for systems whose dynamics are best described by fractional derivatives—vital knowledge for researchers and engineers working in robotics, aerospace, power electronics, and biomedical control.

Inside, you’ll find accessible derivations, systematic design procedures, and insightful examples that build confidence from fundamentals to advanced implementations. The authors integrate Lyapunov-based methods, frequency-domain tools, and state-space formulations to provide a unified framework for robust control of nonlinear and uncertain fractional-order models. Detailed case studies and simulation results illustrate real-world applicability and performance advantages over classical integer-order methods.

Whether you are a graduate student, control engineer, or academic researcher, this volume equips you with practical techniques and theoretical depth to design resilient controllers that meet stringent performance requirements. Its global relevance makes it indispensable for professionals across Europe, Asia, North America, and beyond seeking state-of-the-art solutions in control engineering.

Prepare to advance your projects and your career: add Sliding Mode Control of Fractional-order Systems to your library and master robust, high-performance control strategies for the complex systems of today and tomorrow.

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