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D-Index & Metrics

Mechanical and Aerospace Engineering

D-Index
44
Citations
9804
World Ranking
1583
National Ranking
2

Overview

Tamás Insperger is affiliated with the Budapest University of Technology and Economics in Hungary. Their research spans several main fields, including Engineering, Neuroscience, and Health Professions, with a strong focus on subfields such as Cognitive Neuroscience, Control and Systems Engineering, Physical Therapy, Sports Therapy and Rehabilitation, Biomedical Engineering, and Orthopedics and Sports Medicine.

Their work addresses a variety of topics, notably Balance, Gait, and Falls Prevention, Motor Control and Adaptation, Muscle activation and electromyography studies, Stability and Control of Uncertain Systems, Extremum Seeking Control Systems, Sports Performance and Training, and Vestibular and auditory disorders.

Recent papers authored or coauthored by Tamás Insperger include:

  • Conditions for stabilizability of time-delay systems with real-rooted plant, 2021, International Journal of Robust and Nonlinear Control
  • Establishing metrics and control laws for the learning process: ball and beam balancing, 2020, Biological Cybernetics
  • Calculation of the critical delay for the double inverted pendulum, 2020, Journal of Vibration and Control
  • Parametric continuation algorithm for time-delay systems and bifurcation caused by multiple characteristic roots, 2020, Nonlinear Dynamics
  • Response to perturbation during quiet standing resembles delayed state feedback optimized for performance and robustness, 2021, Scientific Reports

Tamás Insperger has collaborated frequently with several coauthors, including John Milton, Gábor Stépàn, Tamás Balogh, Csenge A. Molnár, and Islam Boussaada.

Their publications often appear in well-established venues such as the Journal of The Royal Society Interface, IFAC-PapersOnLine, Periodica Polytechnica Mechanical Engineering, International Journal of Robust and Nonlinear Control, and Journal of Vibration and Control.

They have also contributed to book publications, including the Springer International Publishing release titled Delay and Uncertainty in Human Balancing Tasks (2021).

Best Publications

  • Semi‐discretization method for delayed systems

    Tamás Insperger;Gábor Stépán

  • Updated semi‐discretization method for periodic delay‐differential equations with discrete delay

    Tamás Insperger;Gábor Stépán

  • Semi-Discretization for Time-Delay Systems: Stability and Engineering Applications

    Tamás Insperger;Gábor Stépán

  • Stability of up-milling and down-milling, part 1: alternative analytical methods

    T. Insperger;B.P. Mann;G. Stépán;P.V. Bayly

  • Multiple chatter frequencies in milling processes

    T Insperger;G Stépán;P.V Bayly;B.P Mann

  • On stability prediction for milling

    Janez Gradišek;Martin Kalveram;Tamás Insperger;Klaus Weinert

  • Stability of up-milling and down-milling, part 2: experimental verification

    B.P. Mann;T. Insperger;P.V. Bayly;G. Stépán

  • On the higher-order semi-discretizations for periodic delayed systems

    Tamás Insperger;Gábor Stépán;János Turi

  • State-dependent delay in regenerative turning processes

    Tamás Insperger;Gábor Stépán;Janos Turi

  • Stability Analysis of Turning With Periodic Spindle Speed Modulation Via Semidiscretization

    Tamas Insperger;Gabor Stepan

  • Analysis of the Influence of Mill Helix Angle on Chatter Stability

    M. Zatarain;J. Muñoa;G. Peigné;T. Insperger

  • Effects of Radial Immersion and Cutting Direction on Chatter Instability in End-Milling

    Philip V. Bayly;Brian P. Mann;Tony L. Schmitz;David A. Peters

  • On the stability of high-speed milling with spindle speed variation

    Sébastien Seguy;Tamás Insperger;Lionel Arnaud;Gilles Dessein

  • Act-and-wait concept for continuous-time control systems with feedback delay

    T. Insperger

  • Full-discretization and semi-discretization for milling stability prediction: Some comments

    Tamas Insperger

  • Stability of the milling process

    Tamás Insperger;Gábor Stépán

  • Acceleration feedback improves balancing against reflex delay

    Tamás Insperger;John Milton;Gábor Stépán

  • DELAY, PARAMETRIC EXCITATION, AND THE NONLINEAR DYNAMICS OF CUTTING PROCESSES

    Gábor Stépán;Tamás Insperger;Róbert Szalai

  • Stability chart for the delayed Mathieu equation

    T. Insperger;G. Stépán

  • Criticality of Hopf bifurcation in state-dependent delay model of turning processes

    Tamás Insperger;David A.W. Barton;Gábor Stépán

Frequent Co-Authors

Gábor Stépán
Gábor Stépán Budapest University of Technology and Economics
Brian P. Mann
Brian P. Mann Duke University
Philip V. Bayly
Philip V. Bayly Washington University in St. Louis
Wim Michiels
Wim Michiels KU Leuven
Tony L. Schmitz
Tony L. Schmitz University of Tennessee at Knoxville
Jeff Moehlis
Jeff Moehlis University of California, Santa Barbara
Bernd Krauskopf
Bernd Krauskopf University of Auckland
Balakumar Balachandran
Balakumar Balachandran University of Maryland, College Park
George Haller
George Haller ETH Zurich

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