| Delay-dependent robust stability for neutral systems with mixed discrete-and-neutral delays |
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| 作者姓名： | YongHE MinWU JinhuaSHE |
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| 作者单位： | [1]SchoolofInformationScienceandErtgmeering,CentralSouthUniversity,ChangshaHunan410083,China／／SchoolofMathematicalScienceandComputingTechnology,CentralSouthUniversity,ChangshaHunan410083,China [2]SchoolofInformationScienceandErtgmeering,CentralSouthUniversity,ChangshaHunan410083,China [3]DepartmentofMechatronics,TokyoUniversityofTechnology,Tokyo,192-0982,Japan |
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| 摘 要： | This paper focuses on the problem of delay-dependent robust stability of neutral systems with different discrete-and neutral delays and time-varying structured uncertainties. Some new criteria are presented, in which some flee weighting matrices are used to express the relatiomhips between the terms in the Leibniz-Newton formula. The criteria include the information on the size of both neutral-and-discrete delays. It is shown that the present results also include the results for identical discrete-and-neutral delays as special cases.A numerical example illustrates the improvement of the proposed methods over the previous methods and the influences between the discrete and neutral delays.
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| 关 键 词： | 神经系统 延迟相关准则 稳定性 线性矩阵不等式 |
Delay-dependent robust stability for neutral systems with mixed discrete-and-neutral delays |
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| YongHE MinWU JinhuaSHE.Delay-dependent robust stability for neutral systems with mixed discrete-and-neutral delays[J].Journal of Control Theory and Applications,2004,2(4):386-392. |
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| Authors: | Yong HE Min WU Jinhua SHE |
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| Abstract: | This paper focuses on the problem of delay-dependent robust stability of neutral systems with different discrete-and-neutral delays and time-varying structured uncertainties. Some new criteria are presented,in which some free weighting matrices are used to express the relationships between the terms in the Leibniz-Newton formula. The criteria include the information on the size of both neutral-and-discrete delays. It is shown that the present results also include the results for identical discrete-and-neutral delays as special cases. A numerical example illustrates the improvement of the proposed methods over the previous methods and the influences between the discrete and neutral delays. |
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| Keywords: | Neutral system Delay-dependent criteria Robust stability Time-varying structured uncertainties Linear matrix inequality |
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