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Conference Program of WCICA 2012

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<strong>Conference</strong> <strong>Program</strong> <strong>WCICA</strong> <strong>2012</strong><br />

system is analyzed, the necessary and sufficient condition <strong>of</strong> Hopf bifurcation<br />

and periodic motion’s stability are given, and the influence <strong>of</strong><br />

supercritical and subcritical bifurcation on torsional vibration <strong>of</strong> rotating<br />

mechanical drive system is analyzed under the condition <strong>of</strong> parametric<br />

resonance and internal resonance. Last, the numerical simulation<br />

verifies the results. A significant contribution <strong>of</strong> this study is to ensure<br />

smooth running <strong>of</strong> rotating machinery system, and provide a theoretical<br />

basis for the future design <strong>of</strong> mechanical component.<br />

◁ PSaA-23<br />

Performance Bound <strong>of</strong> Parallel Cascade Control System Based on<br />

Minimum Variance and Generalized Minimum Variance Benchmarking,<br />

pp.1334–1339<br />

Guo, Jian Wen<br />

Du, Wenli<br />

Qian, Feng<br />

East China Univ. <strong>of</strong> Sci. & Tech.<br />

automation Inst.<br />

East China Univ. <strong>of</strong> Sci. & Tech.<br />

Abstract - The procedure is reviewed based on minimum variance (MV)<br />

and Diophantine decomposition for the parallel cascade control system.<br />

A novel method is derived based on the previous methods in this paper.<br />

The optimal controllers can be obtained directly by using the decomposition<br />

technique <strong>of</strong> Diophantine equations other than the closed loop<br />

operating data. Besides, the theoretical performance bound can be<br />

computed simultaneously. The generalized minimum variance (GMV)<br />

Benchmarking for parallel cascade control system is also put forward<br />

. The results <strong>of</strong> the proposed methods are demonstrated through a<br />

simulation example and compared with the previous results.<br />

◁ PSaA-24<br />

Robust Formation Control <strong>of</strong> a class <strong>of</strong> Multi-agent Systems by Output<br />

Regulation Approach, pp.1412–1417<br />

Sun, Weijie<br />

Qiao, Yupeng<br />

Suo, Xudong<br />

south china Univ. <strong>of</strong> Tech.<br />

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

South China Univ. <strong>of</strong> Tech.<br />

In this paper, we study the robust formation control problem <strong>of</strong> a class <strong>of</strong><br />

multi-agent systems based on the generalized internal model principle.<br />

We show that this problem finally boils down to a robust stabilization<br />

problem <strong>of</strong> a nonlinear system, the solution <strong>of</strong> which can be solved<br />

by using the existing robust stabilization technique. The efficiency <strong>of</strong><br />

the proposed design method is verified by one typical formation control<br />

problem <strong>of</strong> multi-agent systems.<br />

◁ PSaA-25<br />

A fractional-order multi-scroll hyperchaotic Chua system and its synchronization,<br />

pp.1436–1441<br />

Xi, Huiling<br />

Guangzhou Univ. <strong>of</strong> Tech.;North Univ. <strong>of</strong> China<br />

In this paper, a four-dimensional fractional-order multi-scroll hyperchaotic<br />

Chua system is proposed. By utilizing the fractional calculus<br />

theory and computer simulations, it is found that multi-scroll hyperchaotic<br />

attractor exists in this fractional-order Chua system with order<br />

less than 4. Furthermore, synchronization between two fractional-order<br />

multi-scroll hyperchaotic Chua systems is achieved by a suitable linear<br />

controller applied to the response system and the corresponding<br />

numerical simulations are performed.<br />

◁ PSaA-26<br />

UKF based Robust Attitude Control for Helicopter, pp.1442–1446<br />

Song, Qi Shenyang Inst. <strong>of</strong> Automation, Chinese Acad. <strong>of</strong><br />

Sci.<br />

Han, Jianda<br />

JIANG, Zhe<br />

Shengyang Inst. <strong>of</strong> Automation,CAS,China<br />

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

In order to handle the model uncertainty and the external disturbance,<br />

a robust attitude control method for helicopter robots is proposed in this<br />

paper. Unscented Kalman Filter (UKF) and backstepping technique<br />

are adopted in the attitude control design. Model-based backstepping<br />

control is presented to keep the desired helicopter attitude. UKF is<br />

employed for online estimation <strong>of</strong> both motion states and model errors<br />

<strong>of</strong> the helicopter. Such estimation results are further incorporated into<br />

the controller <strong>of</strong> helicopter. The backstepping control enhanced by real<br />

time model errors feedback can achieve a robust tracking performance<br />

even with the occurrence <strong>of</strong> external disturbance. Simulations conducted<br />

on the helicopter illustrate the effectiveness <strong>of</strong> the proposed attitude<br />

control.<br />

◁ PSaA-27<br />

Global asymptotic stability <strong>of</strong> uncertain nonlinear system with input constraint,<br />

pp.1483–1488<br />

Zhou, Yingjiang<br />

Sun, Changyin<br />

Wang, Li<br />

Zhang, Jingmei<br />

southeast Univ.<br />

Southeast Univ.<br />

Southeast Univ.<br />

Southeast Univ.<br />

In this paper, the problem <strong>of</strong> global asymptotic stability <strong>of</strong> a class <strong>of</strong><br />

uncertain nonlinear system with input constraint is considered by using<br />

the development <strong>of</strong> the adding a power integrator technique. And in<br />

order to analyze the effect <strong>of</strong> the input constraint, the auxiliary design<br />

system is used. In addition, if the system satisfies some conditions, the<br />

global finite time stability <strong>of</strong> the nonlinear system can be proved. Finally,<br />

simulations are listed to illustrate the effectiveness <strong>of</strong> the proposed<br />

result.<br />

◁ PSaA-28<br />

Multiperiodicity and Attractivity Analysis for a Class <strong>of</strong> High-order<br />

Cohen-Grossberg Neural Networks, pp.1489–1494<br />

Sheng, Li<br />

Gao, Ming<br />

China Univ. <strong>of</strong> Petroleum (East China)<br />

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

In this paper, the multiperiodicity <strong>of</strong> a class <strong>of</strong> high-order Cohen-<br />

Grossberg neural networks (HOCGNNs) with special activation functions<br />

is discussed by using analysis approach and decomposition <strong>of</strong><br />

state space. The activation functions <strong>of</strong> this class <strong>of</strong> neural networks<br />

consist <strong>of</strong> nondecreasing functions with saturation, standard activation<br />

functions <strong>of</strong> cellular neural networks, etc. It is shown that the n-neuron<br />

HOCGNNs can have 2 n locally exponentially attractive periodic orbits<br />

located in saturation regions. In addition, a condition is derived for<br />

ascertaining the periodic orbit to be locally exponentially attractive and<br />

to be located in any designated region. Finally, an example is given to<br />

show the effectiveness <strong>of</strong> the obtained results.<br />

◁ PSaA-29<br />

Delay-dependent Stability for Uncertain Stochastic Neural Networks<br />

with Distributed Delays, pp.1495–1500<br />

Gao, Ming<br />

Sheng, Li<br />

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

China Univ. <strong>of</strong> Petroleum (East China)<br />

This paper deals with the problem <strong>of</strong> delay-dependent robust stability<br />

for a class <strong>of</strong> uncertain stochastic recurrent neural networks (USRNNs)<br />

with discrete and distributed delays. In such systems, both parameter<br />

uncertainties and stochastic perturbations are taken into account. The<br />

parameter uncertainties are norm-bounded and the stochastic perturbations<br />

are in the form <strong>of</strong> a Brownian motion. Based on the Lyapunov<br />

stability theory and the linear matrix inequality (LMI) technique, some<br />

delay-dependent stability criteria are derived, which guarantee the global<br />

robust asymptotic stability in the mean square for the USRNNs. Two<br />

simulation examples are provided to illustrate the effectiveness <strong>of</strong> the<br />

proposed criteria.<br />

◁ PSaA-30<br />

Cutting-in Control with Smooth Switching Strategy for Doubly-fed Wind<br />

Power Generator, pp.1513–1517<br />

Xiao, Yunqi<br />

Lv, Yuegang<br />

North China Electric Power Univ.<br />

North China Electric Power Univ.<br />

Synchronized cutting-in control strategy and power control strategy after<br />

gird-connection <strong>of</strong> doubly-fed wind power generator is analyzed in<br />

detail. Since two different generator control systems are employed between<br />

cutting-in moment, a smooth switching strategy is presented, too.<br />

Simulating results are shown that the synchronized cutting-in control s-<br />

trategy adopted can meet grid connecting requirement, and switching<br />

strategy proposed can accomplish smooth switching control process <strong>of</strong><br />

rotor exacting voltages with stator currents steadily raising. This research<br />

has practical application value.<br />

170

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