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The block DPS Space Synthesis performs space synthesis as an approximation problem. As a demonstration, some results of the discrete-time PID control of complex-shape metal body heating by the DPS Blockset are shown in Fig. com. Control of Distributed Parameter Systems - Engineering Methods and Software Support in the MATLAB & Simulink Programming Environment 45 The block Tutorial presents methodological framework for formulation and solution of control problems for DPS. The block Show contains motivation examples such as: Control of temperature field of 3D metal body (the controlled system was modelled in the virtual software environment COMSOL Multiphysics); Control of 3D beam of „smart“ structure (the controlled system was modelled in the virtual software environment ANSYS); Adaptive control of glass furnace (the controlled system was modelled by Partial Differential Equations Toolbox of the MATLAB ), and Groundwater remediation control (the controlled system was modelled in the virtual software environment MODFLOW).

1. Controlled DPS as LDS - heating of metal body of complex-shape {SA i (s)}i , {SGi (s)}i , {Ti (x, y,z)}i DDS {Ui }i - models of actuators - distributed-input and distributed-parameter-output system - lumped actuating quantities Ω / {Ωi }i - complex-shape definition domain in 3D / actuation subdomains Y( x,y,z,t) – temperature field – distributed output quantity Fig. 2. Lumped-input and distributed-parameter-output system – LDS {Ui ( t )}i – lumped input quantities Y ( x ,t ) = Y ( x, y, z, t ) – distributed output quantity Fig.

SOMA-Self Organizing Migrating Algorithm. In: New Optimization Techniques in Engineering, G. , Springer-Verlag, ISBN 3-540-20167X, Berlin Zítek, P. & Kučera, V. (2003). Algebraic Design of Anisochronic Controllers for Time Delay Systems. International Journal of Control, Vol. 76, Issue 16, pp. 905-921, ISSN 0020-7179 Zítek, P. & Hlava, J. (2001). Anisochronic Internal Model Control of Time-Delay Systems. Control Engineering Practice, Vol. 9, No. 5, pp. ; Kučera, V. & Vyhlídal, T. (2008). Meromorphic Observer-based Pole Assignment in Time Delay Systems.

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