1 Kajir

Industrial Control System Siso Model Research Paper

  • 1.

    M. Kano and M. Ogawa, “The State of the Art in Chemical Process Control in Japan: Good Practice and Questionnaire Survey,” J. Process Control 20 (Is. 9), 969–982 (2010).CrossRefGoogle Scholar

  • 2.

    D. Henrion, D. Arzelier, and D. Peaucelle, “Positive Polynomial Matrices and Improved LMI Robustness Conditions,” Automatica 39 (Is. 8), 1479–1485 (2003).CrossRefMathSciNetMATHGoogle Scholar

  • 3.

    B. T. Polyak and P. S. Shcherbakov, “Difficult Problems of Linear Control Theory. Some Approaches to Their Solution,” AIT, No. 5, 7–46 (2005).MathSciNetGoogle Scholar

  • 4.

    A. N. Koryukin and A. V. Chekhonadskikh, “Extreme Root Location of Real Polynomials and Stabilization of 3-Mass Control,” in Algebra and Model Theory (NSTU, Novosibirsk, 2011), Is. 8, pp. 19–39.Google Scholar

  • 5.

    A. N. Koryukin and A. V. Chekhonadskikh, “Stability Limit of a Three-Mass System with a Third-Order Controller. Part 1,” Sb. Nauch. Tr. NGTU, No. 4, 3–22 (2011).Google Scholar

  • 6.

    A. N. Koryukin, A. V. Chekhonadskikh, “Stability Limit of a Three-Mass System with a Third-Order Controller. Part 2,” Sb. Nauch. Tr. NGTU, No. 5, 37–56 (2012).Google Scholar

  • 7.

    A. A. Voevoda, A. N. Koryukin, and A. V. Chekhonadskikh, “Reducing the Stabilizing Control Order for a Double Inverted Pendulum,” Avtometriya 48 (6), 69–83 (2012)Google Scholar

  • 7.

    A. A. Voevoda, A. N. Koryukin, and A. V. Chekhonadskikh, “Reducing the Stabilizing Control Order for a Double Inverted Pendulum,” Optoelectron., Instrum. Data Process. 48 (6), 593–604 (2012)].CrossRefGoogle Scholar

  • 8.

    B. T. Polyak and P. S. Shcherbakov, “Numerical Search of Stable or Unstable Element in Matrix or Polynomial Families: A Unified Approach to Robustness Analysis and Stabilization,” in Robustness in Identification and Control (Springer, London, 1999), Ser. Lect. Notes in Control and Inform. Sci. Vol. 245, pp. 344–358.CrossRefMathSciNetGoogle Scholar

  • 9.

    J. V. Burke, D. Henrion, A. S. Lewis, and M. L. Overton, “Stabilization Via Nonsmooth, Nonconvex Optimization,” IEEE Trans. Automat. Contr. 51 (11), 1760–1769 (2006).CrossRefMathSciNetGoogle Scholar

  • 10.

    A. M. Shubladze, “Sufficient Conditions for an Extremum in Systems with Maximum Relative Stability. I,” AiT, No. 3, 93–105 (1997).MathSciNetGoogle Scholar

  • 11.

    A. M. Shubladze, “Sufficient Conditions for an Extremum in Systems with Maximum Relative Stability. II,” AiT, No. 8, 67–79 (1997).MathSciNetGoogle Scholar

  • 12.

    A. M. Shubladze, V. E. Popadko, A. A. Yakusheva, and S. I. Kuznetsov, “PID Control Solutions Optimal in the Relative Stability. Part 1,” in Control of Large Systems (Institute of Control Sciences, Moscow, 2008), Iss. 22, pp. 86–100 [in Russian].Google Scholar

  • 13.

    A. M. Shubladze, V. E. Popad’ko, A. A. Yakusheva, et al., “PID Control Solutions Optimal in the Relative Stability. Part 2”, in Control of Large Systems (Institute of Control Sciences, Moscow, 2008), Iss. 23, pp. 39–55 [in Russian].Google Scholar

  • 14.

    A. A. Voevoda, V. V. Plohotnikov, and A. V. Chekhonadskikh, “Combined Cartesian Coordinates in the Space of Roots of Polynomials with Real Coefficients,” Sb. Nauch. Tr. NGTU, Iss. 1, 153–156 [in Russian].Google Scholar

  • 15.

    A. V. Chekhonadskikh, “Metric, Graduation, and Optimization of the Placement of Characteristic Roots in Control Systems,” Nauch. Vestn. NGTU, No. 1, 165–182 (2009).Google Scholar

  • 16.

    A. A. Voevoda and A. V. Chekhonadskikh, “Optimization of the Pole Location of Automatic Control Systems with a Reduced-Order Controller,” Avtometriya 45 (5), 113–123 (2009)Google Scholar

  • 16.

    A. A. Voevoda and A. V. Chekhonadskikh, “Optimization of the Pole Location of Automatic Control Systems with a Reduced-Order Controller,” Optoelectron., Instrum. Data Process. 45 (5), 427–480 (2009)].Google Scholar

  • 17.

    A. V. Chekhonadskikh, “Step-Differential Optimization of the Roots of the Characteristic Polynomial of Control Systems,” Nauch. Vestn. NGTU, No. 4, 205–208 (2008).Google Scholar

  • 18.

    A. A. Voevoda and A. V. Chekhonadskikh, “Overcoming Nondifferentiability in Optimization Synthesis of Automatic Control Systems,” Avtometriya 46 (5), 11–17 (2010)Google Scholar

  • 18.

    A. A. Voevoda and A. V. Chekhonadskikh, “Overcoming Nondifferentiability in Optimization Synthesis of Automatic Control Systems,” Optoelectron., Instrum. Data Process. 46 (5), 408–413 (2010)].CrossRefGoogle Scholar

  • 19.

    A. A. Voivoda, A. V. Chekhonadskikh, and E. V. Shoba, “Modal Design Using Polynomial Expansion: Separation of Motions for Stabilization of a Three-Mass System,” Nauch. Vestn. NGTU, No. 2, 39–46 (2011).Google Scholar

  • 20.

    A. V. Chekhonadskikh, “Algebraic Method of Designing Low-Order Control Algorithms,” Author’s Thesis of Doctoral Dissertation (Novosibirsk State Technical University, Novosibirsk, 2013).Google Scholar

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