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Conference Program of WCICA 2012

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<strong>WCICA</strong> <strong>2012</strong><br />

Book <strong>of</strong> Abstracts: Friday Sessions<br />

systems with interval-like time-varying state and input delays is studied.<br />

Based on a new bounding inequality technique, combining a parameterdependent<br />

Lyapunov functional, a stability criterion is firstly presented<br />

in terms <strong>of</strong> a set <strong>of</strong> simple convex feasibility tests. Then, the output feedback<br />

stabilization conditions are formulated in the form <strong>of</strong> non-convex<br />

matrix inequalities, <strong>of</strong> which a feasible solution can be obtained by solving<br />

an LMI-based minimization problem. The newly proposed inequality<br />

lies in the partitioning idea <strong>of</strong> the varying interval and shows its more<br />

tightness over some existing bounding techniques. No free weighting<br />

matrix is involved. Two illustrative examples are finally given to verify<br />

the advantage and effectiveness <strong>of</strong> the proposed method.<br />

FrB06 15:50–17:50 Room 302<br />

Identification<br />

Chair: Yang, Hua<br />

Co-Chair: Chen, Xi<br />

Ocean Univ. <strong>of</strong> China<br />

Chinese Acad. <strong>of</strong> Sci.<br />

◮ FrB06-1 15:50–16:10<br />

Recursive Identification for Wiener-Hammerstein Systems Using Instrumental<br />

Variable, pp.3043–3048<br />

Chen, Xi<br />

Fang, Hai-Tao<br />

Chinese Acad. <strong>of</strong> Sci.<br />

Chinese Acad. <strong>of</strong> Sci.<br />

An identification method is discussed that deals with the Wiener-<br />

Hammerstein systems <strong>of</strong> general nonlinearity. By introducing a suitable<br />

instrumental variable a new algorithm is presented to recursively<br />

estimate the linear subsystems using stochastic approximation algorithm.<br />

The kernel nonparametric method is used to estimate the nonlinear<br />

function. The consistent analysis <strong>of</strong> the method is given under<br />

mild condition. A simulation example is provided justifying the proposed<br />

method.<br />

◮ FrB06-2 16:10–16:30<br />

Roll and Pitch Model Identification for Miniature Unmanned Helicopter<br />

Based on Subspace Method, pp.3059–3063<br />

Bai, Meng<br />

Li, Minhua<br />

Shandong Univ. <strong>of</strong> Sci. & Tech.<br />

Shandong Univ. <strong>of</strong> Sci. & Tech.<br />

The dynamic model <strong>of</strong> a miniature unmanned helicopter is needed to<br />

develop for autonomous helicopter flight. A subspace identification<br />

method for the roll and pitch coupling model is proposed. The roll and<br />

pitch coupling model <strong>of</strong> a hovering miniature unmanned helicopter is<br />

deduced to obtain an identification model structure for use in the subspace<br />

method. The roll and pitch model is identified based input and<br />

output data using the subspace method. Simulation results demonstrate<br />

that the identified model can reflect the roll and pitch dynamic<br />

effectively with higher system identification precision.<br />

◮ FrB06-3 16:30–16:50<br />

Blind Identification <strong>of</strong> Multi-Rate Sampled Plants, pp.3220–3225<br />

Yu, Chengpu<br />

Zhang, Cishen<br />

Xie, Lihua<br />

Nanyang Technological Univ.<br />

Swinburne Univ. <strong>of</strong> Tech.<br />

Nanyang Technological Univ.<br />

This paper presents a blind identification algorithm for single-input<br />

single-output (SISO) sampled plants using an oversampling technique<br />

with each input symbol lasting for several sampling periods. First, a<br />

state-space equation <strong>of</strong> the multi-rate sampled plant is given and its<br />

single-input multioutput (SIMO) autoregressive moving average (AR-<br />

MA) model is formulated. A new blind identification algorithm for the<br />

SIMO ARMA model is then presented, which exploits the dynamical autoregression<br />

information <strong>of</strong> the model contained in the autocorrelation<br />

matrices <strong>of</strong> the system outputs but does not require the block Toeplitz<br />

structure <strong>of</strong> the channel convolution matrix used by classical subspace<br />

methods. A method for recovering the transfer function <strong>of</strong> the SISO system<br />

from its associated SIMO transfer functions is further given based<br />

on the polyphase interpretation <strong>of</strong> multi-rate systems. Finally, the effectiveness<br />

<strong>of</strong> the proposed algorithm is demonstrated by simulation<br />

results.<br />

◮ FrB06-4 16:50–17:10<br />

Data-driven Subspace Approach to MIMO Minimum Variance Control<br />

Performance Assessment, pp.3157–3161<br />

Yang, Hua<br />

Li, Shaoyuan<br />

Ocean Univ. <strong>of</strong> China<br />

Shanghai Jiao Tong Univ.<br />

A new data-driven approach is proposed for the estimation <strong>of</strong> the Minimum<br />

Variance Control (MVC) benchmark, which eliminates the need<br />

<strong>of</strong> estimating the interactor-matrix or extracting the model/Markov parameter<br />

matrices. Using the parity space, the proposed subspace approach<br />

gives equivalent estimation <strong>of</strong> the MVC performance bounds in<br />

multivariable feedback control system. The basic procedure is to identify<br />

a parity space <strong>of</strong> the system residual, instead <strong>of</strong> the process model,<br />

directly based on closed-loop data. Therefore, the MVC performance<br />

indices are estimated to make control performance assessment. The<br />

equivalence <strong>of</strong> the proposed approach to the conventional interactormatrix<br />

based approaches for the estimation <strong>of</strong> the MVC-benchmark is<br />

proved and illustrated through simulations.<br />

◮ FrB06-5 17:10–17:30<br />

Adaptive Generalized Function Lag Projective Synchronization and Parameter<br />

Identification <strong>of</strong> a Class <strong>of</strong> Hyperchaotic Systems with Fully<br />

Uncertain Parameters and Disturbance, pp.3265–3269<br />

Chai, Xiuli<br />

Wu, Xiangjun<br />

Guo, Junyan<br />

Henan Univ.<br />

Henan Univ.<br />

Inst. <strong>of</strong> Image Processing & Pattern Recognition<br />

Generalized function projective lag synchronization(GFPLS) is characterized<br />

by the output <strong>of</strong> the drive system proportionally lagging behind<br />

the output <strong>of</strong> the response system and ratio <strong>of</strong> the two systems is desired<br />

function scaling matrix. In this paper, GFPLS between different<br />

chaotic systems with uncertain parameters, i.e. GFPLS between Chen<br />

and Lorenz chaotic system is studied by applying an adaptive control<br />

method. Based on Lyapunov stability theory, the adaptive controllers<br />

and corresponding parameter update rules are constructed to make<br />

the states <strong>of</strong> two diverse chaotic systems asymptotically synchronize<br />

up to the desired scaling matrix and to estimate the uncertain parameters.<br />

The numerical simulations are provided to show the effective and<br />

robustness <strong>of</strong> the results.<br />

◮ FrB06-6 17:30–17:50<br />

Yaw Dynamic Model Identification for Miniature Unmanned Helicopter,<br />

pp.3162–3166<br />

Li, Minhua<br />

Bai, Meng<br />

Shandong Univ. <strong>of</strong> Sci. & Tech.<br />

Shandong Univ. <strong>of</strong> Sci. & Tech.<br />

Yaw dynamic model <strong>of</strong> a miniature unmanned helicopter is needed to<br />

develop for heading control. A yaw dynamic model is deduced based on<br />

miniature unmanned helicopter characteristics in hover. Different from<br />

a large helicopter, the yaw damping system <strong>of</strong> a miniature helicopter<br />

is realized through the negative feedback <strong>of</strong> helicopter heading rate,<br />

which is provided by an angular rate gyro. Akaike Information Criterion<br />

is used to solve the problem <strong>of</strong> determining model order. Based on<br />

flight experimental data, a least square method is adopted to estimate<br />

the unknown parameters in the yaw dynamic model. And the identified<br />

model is verified by comparing the model output data with the collected<br />

flight experiment data.<br />

FrB07 15:50–18:10 Room 303<br />

Robotics (II)<br />

Chair: Xian, Bin<br />

Co-Chair: ILYAS, MUHAMMAD<br />

Tianjin Univ.<br />

Beihang Univ.<br />

◮ FrB07-1 15:50–16:10<br />

Modeling and Variable Structure Control <strong>of</strong> a Vehicle Flexible Manipulator,<br />

pp.3657–3662<br />

Xu, Yongjun<br />

Qiao, Yanfeng<br />

Wang, Zhi-qian<br />

Liu, Keping<br />

Li, Yuanchun<br />

Jilin Univ.<br />

Chinese Acad. <strong>of</strong> Sci.<br />

Changchun Inst. <strong>of</strong> Optics,Fine Mechanics &<br />

Physics,Chinese Acad. <strong>of</strong> Sci.<br />

Changchun Univ. <strong>of</strong> Tech.<br />

Jilin Univ.<br />

In this paper, the mathematical modeling and the application <strong>of</strong> a new<br />

trajectory tracking control technique for hydraulic-driven rigid-flexible<br />

105

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