Difference between revisions of "Guest Lecture, CDS 140B, Spring 2011"
(Created page with 'CONTROL OF CYBER-PHYSICAL SYSTEMS: A SYMBOLIC APPROACH Majid Zamani PhD Candidate University of California at Los Angeles http://www.ee.ucla.edu/~zamani/ Thursday, April 28, 20…') |
|||
| Line 1: | Line 1: | ||
CONTROL OF CYBER-PHYSICAL SYSTEMS: A SYMBOLIC APPROACH | '''CONTROL OF CYBER-PHYSICAL SYSTEMS: A SYMBOLIC APPROACH''' | ||
Majid Zamani | Majid Zamani<br> | ||
PhD Candidate | PhD Candidate<br> | ||
University of California at Los Angeles | University of California at Los Angeles<br> | ||
http://www.ee.ucla.edu/~zamani/ | http://www.ee.ucla.edu/~zamani/<br> | ||
Thursday, April 28, 2011 | Thursday, April 28, 2011<br> | ||
10:45 AM to 11:45 AM | 10:45 AM to 11:45 AM<br> | ||
Steele 214 | Steele 214<br> | ||
Cyber-Physical Systems (CPS) are union of two parts: cyber part and physical part. The cyber part includes computational-related objects including both software and hardware. The physical part includes physical objects described by physical laws. The integration of these two parts, termed CPS, forms complex systems providing new capabilities. Although the 20th-century science and technology have provided us with effective methods and tools for analyzing and designing both computational and physical systems, the design and analysis of CPS are not just union of those two fields. Hence, we need a unified framework to design and analyze CPS. Finite state models were proposed by several researchers as a convenient mechanism to design and analyze CPS. In this talk we show how differential equations models for any smooth control systems can be transformed into finite state models. | Cyber-Physical Systems (CPS) are union of two parts: cyber part and physical part. The cyber part includes computational-related objects including both software and hardware. The physical part includes physical objects described by physical laws. The integration of these two parts, termed CPS, forms complex systems providing new capabilities. Although the 20th-century science and technology have provided us with effective methods and tools for analyzing and designing both computational and physical systems, the design and analysis of CPS are not just union of those two fields. Hence, we need a unified framework to design and analyze CPS. Finite state models were proposed by several researchers as a convenient mechanism to design and analyze CPS. In this talk we show how differential equations models for any smooth control systems can be transformed into finite state models. | ||
Latest revision as of 04:20, 26 April 2011
CONTROL OF CYBER-PHYSICAL SYSTEMS: A SYMBOLIC APPROACH
Majid Zamani
PhD Candidate
University of California at Los Angeles
http://www.ee.ucla.edu/~zamani/
Thursday, April 28, 2011
10:45 AM to 11:45 AM
Steele 214
Cyber-Physical Systems (CPS) are union of two parts: cyber part and physical part. The cyber part includes computational-related objects including both software and hardware. The physical part includes physical objects described by physical laws. The integration of these two parts, termed CPS, forms complex systems providing new capabilities. Although the 20th-century science and technology have provided us with effective methods and tools for analyzing and designing both computational and physical systems, the design and analysis of CPS are not just union of those two fields. Hence, we need a unified framework to design and analyze CPS. Finite state models were proposed by several researchers as a convenient mechanism to design and analyze CPS. In this talk we show how differential equations models for any smooth control systems can be transformed into finite state models.
