On uncontrollable non-linear dynamic systems: Analytic solutions for integral manifolds
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IEEE
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info:eu-repo/semantics/closedAccess
Özet
In this paper three solutions for invariant submanifolds of nonlinear control systems are presented. The first and the second are based on functional expansion, which can be obtained by differentiation of functions only. The third one presents a singular solution and is based on linear-algebraic operations and finite differentiation of functions only. Examples for all derived results are presented.
Açıklama
Dimirovski, Georgi M. (Dogus Author) : Conference full title: 1st International Conference Physics and Control, PhysCon 2003; Saint Petersburg; Russian Federation; 20 August 2003 through 22 August 2003.
Anahtar Kelimeler
Algebra, Control Systems, Differential Equations, Erbium, Jacobian Matrices, Nonlinear Systems, Tiles, Vectors
Kaynak
2003 International Conference Physics and Control
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Künye
Stefanovski, J. D., Dimirovski, G. M. (2003). On uncontrollable non-linear dynamic systems: Analytic solutions for integral manifolds. In 2003 International Conference Physics and Control, (pp. 1284-1289). Saint Petersburg: IEEE. http://dx.doi.org/10.1109/PHYCON.2003.1237093
