Proceedings of the Japan Joint Automatic Control Conference
48th Proceedings of the Japan Joint Automatic Control Conference
Displaying 51-100 of 286 articles from this issue
  • Syougo Sekizawa, Sinkichi Inagaki, Tatsuya Suzuki, Soichiro Hayakawa, ...
    Session ID: D1-35
    Published: 2005
    Released on J-STAGE: January 01, 2006
    CONFERENCE PROCEEDINGS FREE ACCESS
    This paper presents a development of the modeling of the human driving behavior based on the expression as Stochastic Switched ARX model (SS-ARX) focusing on the driver's collision avoidance behavior. First, the parameter estimation technique for the SS-ARX model is introduced based on the EM algorithm. Second, the parameter estimation technique is applied to the collected driving data, and find parameter set for each driving data. Finally, the performance of the SS-ARX model in the case of using as the recognizer is examined.
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  • Keizo Fuke, Tadanao Zanma, Muneaki Ishida
    Session ID: D1-36
    Published: 2005
    Released on J-STAGE: January 01, 2006
    CONFERENCE PROCEEDINGS FREE ACCESS
    This paper concerns system identification of switched systemsin which each sub-system is expressed by a piecewise affine system.A considered system can be expressed by mixed logical dynamical system for which some design methods have been already known.In most cases, a number of sub-systems, that is a switched point is given ad hoc.However, it is not easy for multi-variable sytems.Therefore, in this paper, we propose an identification technique which takes into account a number of sub-systems and their paramteressimultaneously.The proposed method is applied to examples to show its effectiveness.
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  • Takao Tomaru, Yasuchika Mori
    Session ID: D2-11
    Published: 2005
    Released on J-STAGE: January 01, 2006
    CONFERENCE PROCEEDINGS FREE ACCESS
    In the case of the nonminimum-phase controlled object such as inverse response system,the feedback control could not improve the nonminimum-phase characteristics. Predictive controls with feedforward path have been designed by optimal or H infinity control. In this paper to compensate nonminimum-phase characteristics the timing and the amount of feedforward are derived with regards to minimum-phase state, where all-pass function corresponds nonminimum-phase. Numerical examples show that the feedforward control is efficient to improve the responses.
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  • Takashi Suzuki, T. Mori, K. Fuwa, H. Kandoh
    Session ID: D2-12
    Published: 2005
    Released on J-STAGE: January 01, 2006
    CONFERENCE PROCEEDINGS FREE ACCESS
  • yoshiaki asagi, keiji watanabe, eiichi muramatus, yuichi ariga, shiger ...
    Session ID: D2-13
    Published: 2005
    Released on J-STAGE: January 01, 2006
    CONFERENCE PROCEEDINGS FREE ACCESS
    This paper presetns a design method for decoupled internal model control systems.
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  • Yoshimasa Ochi
    Session ID: D2-14
    Published: 2005
    Released on J-STAGE: January 01, 2006
    CONFERENCE PROCEEDINGS FREE ACCESS
    In industries controllers are conventionally and most commonly designed as a PID controller using a classical control method such as Evans' root locus method, etc. However, it is not easy to determine the three design parameters, i.e., proportional, integral and derivative gains, appropriately. Although design methods of a PID controller such as the ultimate sensitivity method by Ziegler and Nichols and its improved version by Kuwata have been proposed for some types of plant, engineers are often forced to do a tedious job of design iteration by trial-and-error.
    In this paper, the author focuses on an I-PD type controller and proposes methods to determine its feedback gains based on the type-I optimal servomechanism. In an I-PD controller, integral action is applied to the control error and proportional and derivative actions to the output. Since the architecture of the control system is similar to the type-I optimal servomechanism, it is possible to design an I-PD controller from the gains of the optimal servo controller. The design procedure is summarized as follows. First the transfer function of a given single-input-single-output system is transformed into a state-space representation by choosing a state vector appropriately. Next a type-I optimal servo controller is designed for the system. Feedback gains of an I-PD (Integral-preceding Proportional Derivative) controller are determined from those of the servo controller. Furthermore, feedback gains of the I-PD controller provides those of a PID controller. Two design methods are presented according to the choice of the state vector. A controller determined from the feedback gains by the optimal servo controller is not necessarily an I-PD controller; in fact, it accompanies a filter unless the numerator of the transfer function is constant, and the derivative terms whose differential order is higher than one appears, when the plant order is higher than two. However, the resulting controller can be reduced to a typical I-PD controller by order reduction and gain adjustment. Numerical examples illustrate the effectiveness of the design methods and provide comparison with the results by the improved ultimate sensitivity method.
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  • Masami Saeki
    Session ID: D2-15
    Published: 2005
    Released on J-STAGE: January 01, 2006
    CONFERENCE PROCEEDINGS FREE ACCESS
    A set of stabilizing PID gains is examined by Bounding Crossing Theorem. First, the previous studies on the boundary of the stabilizing set are summarized where the conditions are represented by the frequency response of the plant. Next, a new method of determining the change of the number of unstable roots across the boundary of the stability set is given, by which the number of unstable poles can be easily determined for PI and PD planes.
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  • Osamu Kaneko, Kyoko Yoshida, Kazuyuki Matumoto, Takao Fujii
    Session ID: D2-16
    Published: 2005
    Released on J-STAGE: January 01, 2006
    CONFERENCE PROCEEDINGS FREE ACCESS
    In this talk, we provide a new method for tuning of parameters of a PID controller by using the least squares method applied to one-shot closed loop experimental data without system identifications.The method we give here has a practical advantage in the sense that what we require is only one-shot experimental data obtained from the closed loop and what we have to do is to perform the well known least squares method.Together with the proposal of a new method and algorithms, we dicuss the issues on the optimality of the obtained parameters and we give an illustrative example in order to show the validity of our result.
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