Optimal Control with Low Sensitivity to Sampling Period Uncertainty

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Authors
Krishna-Murthy, Anusha
Watkins, John Michael
Sawan, M. Edwin
Lakshmikanth, Geethalakshmi S.
Advisors
Issue Date
2024
Type
Conference paper
Keywords
Optimal control , Performance index , Sampling period uncertainty
Research Projects
Organizational Units
Journal Issue
Citation
Krishna-Murthy, A., Watkins, J., Sawan, M.E., Lakshmikanth, G.S. Optimal Control with Low Sensitivity to Sampling Period Uncertainty. (2024). Conference Proceedings - IEEE SOUTHEASTCON, pp. 1210-1215. DOI: 10.1109/SoutheastCon52093.2024.10500245
Abstract

In this research, the optimal control design of a sampled-data system with sampling period uncertainty is considered. Digital discrete-time systems use analog-to-digital converters to convert the analog sensor signals to a digital signal. These converters use a sample and hold process for conversion with a prespecified sampling period. Although it is set in advance, the sampling period may be subject to small variations during the operation of the system. These small variations can negatively impact the system performance. To reduce the impact of potential uncertainty in the sampling period, a sensitivity function is defined to represent its effect on the system performance. A quadratic performance index is considered and minimized for optimal control design. Such a performance index is augmented to include the sensitivity function. Minimization of the augmented performance index ensures reduction of performance sensitivity. © 2024 IEEE.

Table of Contents
Description
Publisher
Institute of Electrical and Electronics Engineers Inc.
Journal
Conference Proceedings - IEEE SOUTHEASTCON
Book Title
Series
2024 IEEE SoutheastCon, SoutheastCon 2024
15 March 2024 through 24 March 2024
PubMed ID
ISSN
1091-0050
EISSN