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Development of Fuzzy Type-2 Reliability Models for Power System Reliability Evaluation Problems and Preventive Maintenance Suggestions

机译:电力系统可靠性评估问题的模糊2型可靠性模型开发及预防性维护建议

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System reliability modeling in terms of fuzzy set theory is basically utilizing the type-1 fuzzy sets, where the fuzzy membership is assumed as point-wise positive function ranging on [0,1]. Such a practice might not be practical because an interval valued membership may reflect the vagueness of system better according to human thinking patterns. The type-2 fuzzy set is more capable to handle the uncertainty of system using type-1 fuzzy set. The concept of type-2 fuzzy set (T2FS) was introduced by Zadeh (1965) as an extension of type-1 fuzzy set (ordinary fuzzy sets) to identify the uncertainties present in fuzzy systems. With fuzzy sets of higher type (e.g. type-2), the fuzziness of the relations is increased to handle inexact information. The interval type-2 fuzzy sets characterized with lower and upper membership function is recommended to use in reliability evaluation problems as it is easy for handling calculations in fuzzy planes. In this work, we explore the basics of the interval type-2 fuzzy sets theory and illustrate its application in terms of development of reliability models for Power system reliability evaluation problems and Preventive Maintenance (PM) suggestions with example.
机译:基于模糊集理论的系统可靠性建模基本上是使用类型1模糊集,其中模糊隶属度被假定为范围为[0,1]的点状正函数。这种做法可能不切实际,因为根据人类的思维方式,区间成员资格可能更好地反映系统的模糊性。 2型模糊集使用1型模糊集更能处理系统的不确定性。 Zadeh(1965)引入了类型2模糊集(T2FS)的概念,作为类型1模糊集(普通模糊集)的扩展,以识别模糊系统中存在的不确定性。对于较高类型(例如2型)的模糊集,关系的模糊性会增加,以处理不精确的信息。建议将具有低隶属度函数和高隶属度函数的区间类型2模糊集用于可靠性评估问题,因为它易于处理模糊平面中的计算。在这项工作中,我们探索区间2型模糊集理论的基础,并举例说明其在开发用于电力系统可靠性评估问题的可靠性模型和预防性维护(PM)建议方面的应用。

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