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The approximation of the T-S fuzzy model for a class of nonlinear singular systems with impulses

机译:具有冲动的一类非线性奇异系统T-S模糊模型的近似

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The present paper solves the approximation problem of T-S fuzzy linear singular system for a class of nonlinear singular system with impulses. Consider a special nonlinear singular bio-economic system with impulses; the T-S fuzzy linear singular system of the nonlinear singular system has been calculated. The relationship between the impulse of the singular system and the singular induced bifurcation is proved for the first time. For this particular case, it is extended to more generally nonlinear singular system. For a class of nonlinear singular system that is bounded impulse-free item and separable impulse item with singularity-induced bifurcation, we proved that it can be approximated by T-S fuzzy singular system with arbitrary accuracy. Finally, a numerical simulation is carried out to show the consistency with theoretical analysis and illustrate the effectiveness of approximation.
机译:本文解决了具有冲动的一类非线性奇异系统T-S模糊线性奇异系统的近似问题。 考虑具有冲动的特殊非线性奇异生物经济体系; 计算了非线性奇异系统的T-S模糊线性奇异系统。 第一次证明了单数系和单数诱导分叉的脉冲之间的关系。 对于这种特殊情况,它延伸到更通常的非线性奇异系统。 对于一类非线性奇异系统,其具有齐全的脉冲物品和具有奇异性诱导的分叉的可分离脉冲项目,我们证明它可以由T-S模糊奇异系统近似,具有任意精度。 最后,执行数值模拟以显示与理论分析的一致性,并说明近似的有效性。

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