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About

M. D. Leviner is a control systems researcher whose work focuses on the modeling and control of switched reluctance (SR) motors, with particular emphasis on their application in robotics and electromechanical systems. Leviner's most recognized contribution, earning 7 citations, introduced a position tracking controller for SR motors driving robotic loads, achieving global exponential stability for rotor position tracking error through an innovative combination of nonlinear motor modeling and observed integrator backstepping. This foundational work was complemented by research into constrained and unconstrained rigid-link electrically driven robot manipulators actuated by SR motors, where Leviner developed tracking controllers that account for both robot dynamics and environmental constraints, garnering 5 citations. A further contribution explored hybrid adaptive control strategies, blending adaptive and adaptive robust control methodologies to handle parametric uncertainties in manipulator models while simultaneously addressing electrical actuator dynamics — a particularly challenging aspect often overlooked in the field. Across these works, Leviner has made meaningful strides in bridging advanced nonlinear control theory with practical robotic applications, offering robust solutions for systems driven by the inherently complex and highly nonlinear dynamics of switched reluctance motors.