From dongxu@sciences.sdsu.edu Sat Jan 13 01:04:19 2007 From: dongxu@sciences.sdsu.edu (Dong Xu) Date: Fri, 12 Jan 2007 17:04:19 -0800 Subject: [compsci] CSRC Colloquium on Friday -- ROBUST OUTPUT REGULATION OF NONLINEAR SYSTEMS : AN OVERVIEW Message-ID: <14da35910701121704o4cae1c84j214bafa2219666cd@mail.gmail.com> Title: ROBUST OUTPUT REGULATION OF NONLINEAR SYSTEMS : AN OVERVIEW Date: January 19, 2007 Time: 3:30 PM Location: GMCS 214 Speaker: Sridhar Seshagiri Department of Electrical Engineering San Diego State University Abstract: The output regulation problem is a central one in control theory, and deals with controlling theoutput of a system so as to achieve asymptotic tracking of prescribed trajectories and/or asymptoticrejection of undesired disturbances. A classical setup in which the problem was posed and successfullyaddressed, in the context of linear, time-invariant and finite dimensional systems, is the one in which theprescribed trajectories and undesired disturbances, referred to as the exogenous signals, are generated byan autonomous system called the exosystem. The nonlinear version of this problem has been extensivelystudied for about two decades now, and continues to be a focus of research in the controls community. Inour talk, we will attempt to give an overview of the nonlinear output regulation problem, covering keyideas such as local, regional, semi-global and global versions of the problem, structurally stable or robustregulation, the regulator equations and internal models. We will also talk briefly about the diverseapplications of the theory to automotive engineering, autonomous helicopter landing, magneticallylevitated systems, left ventricular assists devices, pursuit evasion in urban environments, and so on. >From the systems viewpoint, we will focus on the geometric approach to the solvability of theoutput regulation problem, which is based on the ideas of center manifold theory, controlled invariantattractive manifolds, and immersion. We will also cover more recent developments such as adaptive orself-tuning and nonlinear internal models. From the controls viewpoint, we will focus on issues of stateversus measurement or error-feedback, and different approaches to controller design including passivitytheory, Lyapunov redesign, and sliding mode control. Finally, we will discuss the issue of controllerperformance, and systematic designs for improving the transient performance, for the special class ofminimum-phase input-output linearizable systems. In doing so, we will show how to design PI and PID-like controllers with "anti-windup" compensation for this class of systems, that recover the steady-stateand transient performance of ideal sliding mode control. Both analytical as well as simulation results willbe presented, using the position control of permanent-magnet stepper motors (PMSMs) as example. Host: Peter Blomgren For future events, please visit our web site at: http://www.csrc.sdsu.edu/csrc/events/colloquium/ ******************************************* Dong Xu PhD Student Computational Science Program San Diego State University Phone: 619-594-2710 Email: dongxu@sciences.sdsu.edu From dongxu@sciences.sdsu.edu Wed Jan 17 18:39:37 2007 From: dongxu@sciences.sdsu.edu (Dong Xu) Date: Wed, 17 Jan 2007 10:39:37 -0800 Subject: [compsci] Reminder: CSRC Colloquium on Friday -- ROBUST OUTPUT REGULATION OF NONLINEAR SYSTEMS : AN OVERVIEW Message-ID: <14da35910701171039v77dcecd6k6cc8313ba934a2f3@mail.gmail.com> Title: ROBUST OUTPUT REGULATION OF NONLINEAR SYSTEMS : AN OVERVIEW Date: January 19, 2007 Time: 3:30 PM Location: GMCS 214 Speaker: Sridhar Seshagiri Department of Electrical Engineering San Diego State University Abstract: The output regulation problem is a central one in control theory, and deals with controlling theoutput of a system so as to achieve asymptotic tracking of prescribed trajectories and/or asymptoticrejection of undesired disturbances. A classical setup in which the problem was posed and successfullyaddressed, in the context of linear, time-invariant and finite dimensional systems, is the one in which theprescribed trajectories and undesired disturbances, referred to as the exogenous signals, are generated byan autonomous system called the exosystem. The nonlinear version of this problem has been extensivelystudied for about two decades now, and continues to be a focus of research in the controls community. Inour talk, we will attempt to give an overview of the nonlinear output regulation problem, covering keyideas such as local, regional, semi-global and global versions of the problem, structurally stable or robustregulation, the regulator equations and internal models. We will also talk briefly about the diverseapplications of the theory to automotive engineering, autonomous helicopter landing, magneticallylevitated systems, left ventricular assists devices, pursuit evasion in urban environments, and so on. >From the systems viewpoint, we will focus on the geometric approach to the solvability of theoutput regulation problem, which is based on the ideas of center manifold theory, controlled invariantattractive manifolds, and immersion. We will also cover more recent developments such as adaptive orself-tuning and nonlinear internal models. From the controls viewpoint, we will focus on issues of stateversus measurement or error-feedback, and different approaches to controller design including passivitytheory, Lyapunov redesign, and sliding mode control. Finally, we will discuss the issue of controllerperformance, and systematic designs for improving the transient performance, for the special class ofminimum-phase input-output linearizable systems. In doing so, we will show how to design PI and PID-like controllers with "anti-windup" compensation for this class of systems, that recover the steady-stateand transient performance of ideal sliding mode control. Both analytical as well as simulation results willbe presented, using the position control of permanent-magnet stepper motors (PMSMs) as example. Host: Peter Blomgren For future events, please visit our web site at: http://www.csrc.sdsu.edu/csrc/events/colloquium/ ******************************************* Dong Xu PhD Student Computational Science Program San Diego State University Phone: 619-594-2710 Email: dongxu@sciences.sdsu.edu From dongxu@sciences.sdsu.edu Sat Jan 20 16:32:33 2007 From: dongxu@sciences.sdsu.edu (Dong Xu) Date: Sat, 20 Jan 2007 08:32:33 -0800 Subject: [compsci] CSRC Colloquium on Friday -- THE MECHANICS OF CELL MIGRATION Message-ID: <14da35910701200832r3e038b74nafa418fb5a180571@mail.gmail.com> Title: THE MECHANICS OF CELL MIGRATION Date: January 26, 2007 Time: 3:30 PM Location: GMCS 214 Speaker: Gaudenz Danuser Laboratory for Computational Cell Biology The Scripps Research Institutey Abstract: Cells move by forces associated with the assembly of an actin polymer network which are balanced by adhesive coupling of the polymer to the extracellular domain and counteracted by polymer contraction powered by molecular motors. The forces are orchestrated in space and time by feedback signals that process the mechanical and chemical states of the cell. Our goal is to decipher the largely unknown design principles and modes of operation of this complex molecular system; first by reconstructing the spatiotemporal distribution of intracellular forces using inverse dynamics; and then by perturbation of specific signals in order to determine the input-output relationships between signals and forces. This presentation will describe an experimental and computational framework to extract from live cell fluorescence images rates of actin polymer network assembly, deformation, elastic properties, and polymer-adhesion coupling and to correlate subcellular heterogeneity in these parameters to the migration activity of the cell. Host: Joe Mahaffy For future events, please visit our web site at: http://www.csrc.sdsu.edu/csrc/events/colloquium/ ******************************************* Dong Xu PhD Student Computational Science Program San Diego State University Phone: 619-594-2710 Email: dongxu@sciences.sdsu.edu From dongxu@sciences.sdsu.edu Tue Jan 23 00:38:04 2007 From: dongxu@sciences.sdsu.edu (Dong Xu) Date: Mon, 22 Jan 2007 16:38:04 -0800 Subject: [compsci] DISSERTATION PROPOSAL -- Multi-scale Sintering Simulation Applied to Solar Cell Manufacturing Message-ID: <14da35910701221638u1d4bd5ayf786b848e859d175@mail.gmail.com> ------=_Part_224953_15548426.1169512684815 Content-Type: text/plain; charset=ISO-8859-1; format=flowed Content-Transfer-Encoding: 7bit Content-Disposition: inline Gordon Brown Computational Science Research Center San Diego State University Friday, January 26, 2007 1:00 pm Geology/Mathematics/Computer Science Building GMCS 328 DISSERTATION PROPOSAL PhD in Computational Science -- Multi-scale Sintering Simulation Applied to Solar Cell Manufacturing Accurate prediction of the evolution of sintering bodies is essential to many manufacturing processes. Many models and constitutive relationships have been developed. However, such models are very idealized and are not able to capture the evolution of real structures at the local and global levels simultaneously. Methods for the macroscopic and mesoscopic simulation of the behavior of materials during the sintering process are presented. The primary macroscopic method discussed is the application of constitutive equations in the finite element method of analysis. For mesoscopic models, the focus is on Monte Carlo statistical simulations of sintering. After looking at the weaknesses of each of these approaches, the coupling of the two is analyzed for it's feasibility and effectiveness in providing a more realistic simulation of sintering that can be used to not only predict macroscopic shrinkage or mesoscopic grain growth, but also model the local properties that occur in particular parts of a specimen. Problems with implementing this idea are discussed along with potential solutions, and thus focus in on the objectives of the proposal. Chair: Dr. Eugene A. 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