Page 69 - ASME DSCC 2015 Program
P. 69

Technical Program




              An lMI-Based Hedging Approach to Model Reference Adaptive Control   ConTRIBuTED SESSIon
              with Actuator Dynamics                                 1-26-1  fA4  Powertrain Systems
              Contributed regular paper. DSCC2015-9894               Geroge Bellows f                       10:00am–12:00pm
              Benjamin Gruenwald, Daniel Wagner, Tansel Yucelen, Missouri University
              of Science and Technology, Rolla, MO, United States, Jonathan A. Muse,    Session Chair: Giorgio Rizzoni, Ohio State University
              Air Force Research Lab, Wright-Patterson AFB, OH, United States  Session Co-Chair: Qadeer Ahmed, Ohio State University
              Although model reference adaptive control has been used in numerous
                                                                     Hybrid System Based Analytical Approach for optimal Gear Shifting
              applications to achieve system performance without excessive reliance on
                                                                     Schedule Design
              dynamical system models, the presence of actuator dynamics can seriously
                                                                     Contributed regular paper. DSCC2015-9943
              limit the stability and the achievable performance of adaptive controllers.
              In this paper, an linear matrix inequalities-based hedging approach is   Chaozhe He, Wubing Qin, necmiye ozay, Gabor orosz, University of
                                                                     Michigan, Ann Arbor, MI, United States
              developed and evaluated for model reference adaptive control of uncertain
              dynamical systems in the presence of actuator dynamics.  The hedging   In this paper, we present a systematic design for gear shifting using a hybrid
              method modifies the ideal reference model dynamics in order to allow cor-  system approach. The longitudinal motion of the vehicle is regulated by
              rect adaptation that does not get affected due to the presence of actuator   a PI-controller that determines the required axle torque. The gear sched-
              dynamics.  Specifically, we first generalize the hedging approach to cover   uling problem is modeled as a hybrid system and an optimization-based
              cases in which actuator output and is known and unknown. We next show   gear shifting strategy is introduced, which guarantees that the propulsion
              the stability of the closed-loop dynamical system using tools from Lyapunov   requirements are delivered while minimizing fuel consumption. The resulting
              stability and linear matrix inequalities.  Finally, an illustrative numerical exam-  dynamics is proved to be stable theoretically. In a case study, we compare
              ple is provided to demonstrate the efficacy of the proposed linear matrix-   our strategy with a standard approach used in the industry and demonstrate
              inequalities-based hedging approach to model reference adaptive control.  the advantages of our design for class 8 trucks.
              Event Triggered Adaptive Control                       optimal Slip control of a Torque converter clutch
              Contributed regular paper. DSCC2015-9724               Contributed regular paper. DSCC2015-9840
              Ali Albattat, Benjamin Gruenwald, Tansel Yucelen, Missouri University of   Yaoying Wang, Zongxuan Sun, University of Minnesota, Minneapolis, MN,
              Science and Technology, Rolla, MO, United States       United States
              In this paper, we present a new adaptive control methodology that allows a   Slip control of a torque converter clutch (TCC) has been developed for years
              desirable command performance while the proposed  controller  exchanges    but most approaches are focused on time-based methods without offering
              data  with  the  physical  system through a real-time network.  Specifcally,    a systematic approach for dealing with the time-varying signals associated
              we utilize tools and methods from event-triggering control theory to   with the engine torque pulsation. As one of the major vibration sources of a
              schedule data exchange dependent upon errors exceeding user-defned   vehicle, engine torque is periodic in the crankshaft rotational angle but
              thresholds and show the boundedness of the overall closed-loop system   aperiodic in time as the engine speed changes in real-time. This paper
              using Lyapunov stability.  An illustrative numerical example is provided to   first presents a powertrain vibration analysis based on the transient engine
              demonstrate the efficacy of the proposed adaptive control approach.  torque input and the conventional TCC slip control. Simulation results show
              Model Structure Adaptation: A Gradient-Based Approach  that the conventional time-based TCC slip control does not settle the
                                                                     periodic nature of the engine torque vibration with respect to crankshaft
              Contributed regular paper. DSCC2015-9658
                                                                     angle. However, a time-varying angle-based control method can solve this
              William G. la Cava, Kourosh Danai, University Massachusetts, Amherst,   issue. The paper then proposes an optimal TCC torque trajectory by using
              MA, United States
                                                                     dynamic programming for this time-varying angle-based control method.
              A gradient-based method of symbolic adaptation is introduced for a class   Simulation results demonstrate the energy saving potential of the optimal
              of continuous dynamic models. The proposed Model Structure Adaptation   trajectory over the conventional method.
              Method (MSAM) starts with the first-principles model of the system and
              adapts its structure after adjusting its individual components in symbol-
              ic form. A key contribution of this work is its introduction of the model’s
              parameter sensitivity as the measure of symbolic changes to the model.
              This measure, which is essential to defining the structural sensitivity of the
              model,  not only accommodates algebraic evaluation of candidate models in
              lieu of less reliable simulation-based evaluation but also makes possible the
              implementation of gradient-based optimization in symbolic adaptation. The
              applicability of the proposed method is evaluated in application to several
              models which demonstrate its potential utility.




                                                                                                                            69
   64   65   66   67   68   69   70   71   72   73   74