ON CONSTRAINED SYSTEMS WITHIN CAPUTO DERIVATIVES

机译：卡普托导数内的约束系统

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The constraints systems play a very important role in physics and engineering. The fractional variational principles were successfully applied to control problems as well as to construct the phase space of a fractional dynamical system. In this paper the fractional dynamics of discrete constrained systems is presented and the notion of the reduced phase-space is analyzed. One system possessing two primary first class constraints is analyzed in detail.

机译：约束系统在物理和工程中起着非常重要的作用。分数变分原理已成功应用于控制问题以及构造分数动力系统的相空间。本文提出了离散约束系统的分数动力学，并分析了减少相空间的概念。详细分析了一个具有两个主要的第一类约束的系统。

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来源
《ASME International Design Engineering Technical Conferences and Computers and Information in Engineering Conference 2007》|2007年|P.13911396|共2页
会议地点 Las VegasNV(US);Las VegasNV(US);Las VegasNV(US)
作者
Dumitru Baleanu;
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作者单位

Department of Mathematics and Computer Sciences Faculty of Arts and Sciences Cankaya University Balgat, Ankara 06530, Turkey;

Institute of Space Sciences, Magurele-Bucharest, P.O.BOX, MG-23, R 76900,Romania;

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正文语种 eng
中图分类柔性制造系统及柔性制造单元;
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专利

1. Fractional Constrained Systems and Caputo Derivatives [J] . Dumitru Baleanu Journal of Computational and Nonlinear Dynamics . 2008,第2期

机译：分数约束系统和Caputo导数
2. ON FRACTIONAL HAMILTONIAN SYSTEMS POSSESSING FIRST-CLASS CONSTRAINTS WITHIN CAPUTO DERIVATIVES [J] . DUMITRU BALEANU, SAMI I. MUSLIH, EQAB M. RABEI, Romanian reports in physics . 2011,第1期

机译：Caputo导数上具有第一类约束的分数阶Hamilton系统
3. On fractional Hamiltonian systems possessing first-class constraints within Caputo derivatives [J] . DUMITRU BALEANU, SAMI I. MUSLIH, EQUAB M. RABEI, Romanian reports in physics . 2011,第1期

机译：关于在Caputo导数内具有一类约束的分数哈密顿系统
4. ON CONSTRAINED SYSTEMS WITHIN CAPUTO DERIVATIVES [C] . Dumitru Baleanu ASME International Design Engineering Technical Conferences and Computers and Information in Engineering Conference . 2008

机译：关于Caputo衍生物内的受限系统
5. A model for collaborative expert representation of an organizationally constrained information systems planning problem within a management science framework. [D] . Gilbert, Gary Reed. 1993

机译：在管理科学框架内组织受约束的信息系统计划问题的协作专家表示模型。
6. Caputo Fractional Derivative and Quantum-Like Coherence [O] . Garland Culbreth, Mauro Bologna, Bruce J. West, 2021

机译：Caputo分数衍生物和量子状的相干性
7. Hamilton-Jacobi formulation of systems within Caputo's fractional derivative [O] . Rabei, E M, Almayteh, I, Baleanu, D, 2007

机译：卡普托分数导数内的系统的Hamilton-Jacobi公式

ON CONSTRAINED SYSTEMS WITHIN CAPUTO DERIVATIVES

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