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Lyapunov functions for a non-linear model of the X-ray bursting of the microquasar GRS 1915+105

机译:Lyapunov用于微类星体GRS 1915 + 105的X射线爆裂的非线性模型

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摘要

This paper introduces a biparametric family of Lyapunov functions for a non-linear mathematical model based on the FitzHugh-Nagumo equations able to reproduce some main features of the X-ray bursting behaviour exhibited by the microquasar GRS 1915+105. These functions are useful to investigate the properties of equilibrium points and allow us to demonstrate a theorem on the global stability. The transition between bursting and stable behaviour is also analyzed.
机译:本文介绍了基于FitzHugh-Nagumo方程的非线性数学模型的Lyapunov函数双参数族,该方程能够重现微类星体GRS 1915 + 105表现出的X射线爆裂行为的一些主要特征。这些函数对于研究平衡点的性质很有用,并允许我们证明一个关于整体稳定性的定理。还分析了突发和稳定行为之间的过渡。

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