Modeling the dynamics of charged beams as a problem of practical stability in an optimization formulation
1 Department of Complex Systems Modeling, Taras Shevchenko National University of Kyiv, Kyiv , 01601, Ukraine
Keywords:
a problem of practical stability
Abstract
The tasks of optimizing the іоп beam іп Ііпеаг accelerators are considered. The setting problems, which arise іп studying of the general problem of beams control, are formulated. Structuralparametric approaches for the optimization problems are developed. Optimization control problems are reduced to the methods of practical stability. Optimizing of systems in structural and parametric class allowed developing a number of algorithms for obtaining quasi-optimal solutions, which have proven their efficiency in real systems.
Cite
- ACS Style
- FHarashchenko, F.H.; Matviyenko, V.T.; Kharchenko, I.I. Modeling the dynamics of charged beams as a problem of practical stability in an optimization formulation. Bukovinian Mathematical Journal. 2018, 2
- AMA Style
- FHarashchenko FH, Matviyenko VT, Kharchenko II. Modeling the dynamics of charged beams as a problem of practical stability in an optimization formulation. Bukovinian Mathematical Journal. 2018; 2(2-3).
- Chicago/Turabian Style
- Fedir Heorhiyovych FHarashchenko, Volodymyr Tykhonovych Matviyenko, Ihor Ivanovych Kharchenko. 2018. "Modeling the dynamics of charged beams as a problem of practical stability in an optimization formulation". Bukovinian Mathematical Journal. 2 no. 2-3.
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