Farshad Merrikh‐Bayat
Papers
2
Total Citations
7
H-Index
2
About
Farshad Merrikh‐Bayat is a control systems researcher whose work addresses fundamental challenges in nonlinear and non-minimum phase dynamics. His key research areas include advanced control theory, actuator saturation, and robotic systems, with a particular focus on overcoming limitations imposed by non-minimum phase zeros. His most cited paper, "Method for Undershoot-Less Control of Non-Minimum Phase Plants Based on Partial Cancellation of the Non-Minimum Phase Zero: Application to Flexible-Link Robots" (2013, 4 citations), tackles the classical problem of non-minimum phase zeros that cannot be cancelled without causing internal instability. Merrikh‐Bayat proposes a partial cancellation approach that eliminates undershoot—a common limitation in such systems—and demonstrates its effectiveness on flexible-link robots, offering a practical solution for precision control. In another notable work, "Formulation of nonlinear control problems with actuator saturation as linear programs" (2021, 3 citations), he introduces a novel framework that transforms complex nonlinear control problems with actuator saturation into tractable linear programs, simplifying implementation and analysis. Though his citation counts are modest, Merrikh‐Bayat’s contributions are technically significant, providing elegant mathematical formulations that bridge theory and application. His work is particularly valuable for researchers and students grappling with control challenges in robotics and systems with inherent dynamic constraints.
Research Focus
Key Achievements
Top Papers
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