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二维二次非线性系统 双变量向量场

二维二次非线性系统 双变量向量场

1星价 ¥143.3 (7.2折)
2星价¥143.3 定价¥199.0
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  • ISBN:9787040602111
  • 装帧:平装-胶订
  • 册数:暂无
  • 重量:暂无
  • 开本:16开
  • 页数:464
  • 出版时间:2023-09-01
  • 条形码:9787040602111 ; 978-7-04-060211-1

内容简介

本书的重点是基于向量场和二元二次函数的非线性动力学。本书从不同视角研究非线性动力学和二次动力系统的分岔:详细讨论了二维二次系统可能的奇异动力学;给出了二元流形上平衡态和一维流的动力学;讨论了鞍焦点分岔,提出了基于无穷平衡点的开关分岔;证明了二元流形上的鞍焦点网络。
本书可作为动力系统和控制专业人员的参考书,适合数学、机械和电气工程领域的研究人员、学生和工程师阅读参考。

目录

1 Two-Dimensional Linear-Bivariate Linear Systems 1.1 Single-Linear-Bivariate Linear Systems 1.2 One-Dimensional Flows and Switching Bifurcations 1.3 Two Linear-Bivariate Linear Systems References 2 Single-Linear-Bivariate Quadratic Systems 2.1 Constant and Linear-Bivariate Quadratic Vector Fields 2.2 Single-Bivariate Linear and Quadratic Vector Fields 2.2.1 Single-Bivariate Linear and Quadratic Systems 2.2.2 Flow Switching and Appearing Bifurcations 2.3 Two Quadratic Vector Fields with a Single-Bivariate Function 2.3.1 A Single-Linear-Bivariate Quadratic System 2.3.2 Appearing and Switching Bifurcations Reference 3 Linear-Bivariate Quadratic Dynamics 3.1 Linear and Quadratic Linear-Bivariate Vector Fields 3.2 Saddle-Focus and Saddle-Node Bifurcations 3.3 Two Linear-Bivariate Quadratic Vector Fields 3.4 Saddle-Focus Bifurcations and Global Dynamics 3.4.1 Saddle-Focus Appearing and Switching Bifurcations 3.4.2 Focus-Saddle Network Reference 4 Linear-Bivariate Product Quadratic Systems 4.1 Two Linear-Bivariate Product Quadratic Vector Fields 4.2 Linear-Bivariate-Product Quadratic Systems 4.2.1 With a Constant Vector Field 4.2.2 With a Linear-Bivariate Linear Vector Field 4.2.3 Two Linear-Bivariate Product Quadratic Vector Fields 4.2.4 Switching Bifurcations 4.3 Product and Single Linear-Bivariate Quadratic Vector Fields 4.4 Product and Single Linear-Bivariate Quadratic Dynamics 4.4.1 Saddle-Focus Bifurcations 4.4.2 Simple Equilibriums and Switching Bifurcations Reference 5 Nonlinear-Bivariate Quadratic Systems 5.1 Linear-Bivariate and Nonlinear-Bivariate Vector Fields 5.2 Nonlinear-Bivariate Quadratic Systems 5.2.1 With a Constant Vector Field 5.2.2 With a Linear-Bivariate Linear Vector Field 5.2.3 With a Two-Linear-Bivariate-Product Vector Field 5.3 Nonlinear and Single-Linear-Bivariate-Quadratic Vector Fields 5.4 Nonlinear and Single-Linear-Bivariate-Quadratic Dynamics 5.4.1 Saddle-Focus Bifurcations 5.4.2 Simple Equilibriums and Switching Bifurcations 5.5 Two Nonlinear Bivariate Quadratic Vector Fields 5.6 Nonlinear Bivariate Ouadratic Dynamics Reference Index
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