Stabilization of Multi Fractional order Differential Equation with Delay time and Feedback Control

Badiea S, None Raheam A. Al-Saphoy, None Sameer Q. Hassan
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Abstract

In this paper, a new study is dealt and presented the nonlinear control system consists of nonlinear differential equations of fractional orders with a mixture of ordinary derivatives of the first and second order that are unstable before feedback gain, we will study this nonlinear control system after feedback gain and prove the local asymptotically stable of the system by using a set of conditions that illustrated the stability of these systems, the work was reinforced with application examples that were programmed to reach illustrations that show the stability of the systems offered with high efficiency and accuracy.
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具有时滞和反馈控制的多分数阶微分方程的镇定
本文研究了一类在反馈增益前是不稳定的一阶和二阶常导数混合的分数阶非线性微分方程的非线性控制系统,我们将研究反馈增益后的非线性控制系统,并利用一组说明系统稳定性的条件证明系统的局部渐近稳定。通过应用实例对工作进行了加强,这些应用实例显示了系统的稳定性,并具有高效率和准确性。
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