Steven R. Hall

Affiliations: 
Aeronautics and Astronautics Massachusetts Institute of Technology, Cambridge, MA, United States 
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"Steven R. Hall"
Bio:

https://mathgenealogy.org/id.php?id=110619

Parents

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John Jacob Deyst grad student 1985 MIT
Wallace Earl Vander Velde grad student 1985 MIT (Physics Tree)
 (A failure detection algorithm for linear dynamic systems)
Bruce K. Walker grad student 1985 MIT

Children

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Norman M. Wereley grad student 1987-1990 MIT
Jonathan P. How grad student 1993 MIT
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Publications

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Krakos JA, Wang Q, Hall SR, et al. (2012) Sensitivity analysis of limit cycle oscillations Journal of Computational Physics. 231: 3228-3245
Koyama Y, Chin TE, Rhyner U, et al. (2006) Harnessing the Actuation Potential of Solid‐State Intercalation Compounds Advanced Functional Materials. 16: 492-498
Shin SJ, Cesnik CES, Hall SR. (2005) Closed-loop control test of the NASA/Army/MIT active twist rotor for vibration reduction Journal of the American Helicopter Society. 50: 178-194
Shin SJ, Cesnik CES, Hall SR. (2005) System identification technique for active helicopter rotors Journal of Intelligent Material Systems and Structures. 16: 1025-1038
Prechtl EF, Hall SR. (1999) Design of a high efficiency, large stroke, electromechanical actuator Smart Materials and Structures. 8: 13-30
Hall SR, Prechtl EF. (1996) Development of a piezoelectric servoflap for helicopter rotor control Smart Materials and Structures. 5: 26-34
How JP, Haddad WM, Hall SR. (1994) Applications of Popov controller synthesis to benchmark problems with real parameter uncertainty Journal of Guidance, Control, and Dynamics. 17: 759-768
MacMartin DG, Hall SR. (1994) Broadband Control of Flexible Structures Using Statistical Energy Analysis Concepts Journal of Guidance Control and Dynamics. 17: 361-369
How JP, Hall SR, Haddad WM. (1994) Robust Controllers for the Middeck Active Control Experiment Using Popov Controller Synthesis Ieee Transactions On Control Systems Technology. 2: 73-87
Haddad WM, How JP, Bernstein DS, et al. (1994) Extensions of mixed-µ bounds to monotonic and odd monotonic nonlinearities using absolute stability theory International Journal of Control. 60: 905-951
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