Mathematical modelling of nonlinear dynamic systems

Inna Samuilik, F. Sadyrbaev, S. Atslega
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引用次数: 2

Abstract

. Attracting sets for systems of ordinary differential equations, which arise in multiple applications, are constructed. The six-dimensional system is in the focus. The construction is based on previously obtained attractors for systems of orders two and three. First, the uncoupled six-dimensional system is considered. Adding some additional elements makes this system coupled. The attractors, however, remain in a modified form. The graphs of all six solutions are provided as visual evidence of the existence of attractors.
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非线性动态系统的数学建模
. 构造了常微分方程系统的吸引集,这类系统有多种应用。六维系统是焦点。构造是基于先前得到的二阶和三阶系统的吸引子。首先,考虑非耦合六维系统。添加一些额外的元素使这个系统耦合。然而,吸引子仍然是一种修改过的形式。给出了所有六个解的图,作为吸引子存在的直观证据。
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