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Root Locii for Systems Defined on Hilbert Spaces
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نوع المصدر |
مقال
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بيانات التأليف |
Jacob, Birgit (Author)
Morris, Kirsten (Author)
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بيانات الدورية المصدر |
العنوان:
IEEE Transactions on Automatic Control
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رقم المجلد/ العدد: 2016/JAN V.61 N.1
رقم الإستدعاء: 629.805 ITA الموقع: Periodicals & References Hall - 2nd floor
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الوصف المادي |
p 116 - 128
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رأس الموضوع/ الواصفات |
Engineering
(39711)
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المستخلص |
The root locus is an important tool for analyzing the stability and time constants of linear finite-dimensional systems as a parameter, often the gain, is varied. However, many systems are modelled by partial differential equations or delay equations. These systems evolve on an infinite-dimensional space and their transfer functions are not rational. In this paper a rigorous definition of the root locus for infinite-dimensional systems is given and it is shown that the root locus is well-defined for a large class of infinite-dimensional systems. As for finite-dimensional systems, any limit point of a branch of the root locus is a zero....
المستخلص الكامل
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| المزيد من المقالات من
الدورية:
IEEE Transactions on Automatic Control
(1352)
العدد: 2016/JAN V.61 N.1
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