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Fuzzy Enhancement of GPS - INS Synergy

机译:GPS - INS协同作用的模糊增强

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The paper presents a new approach of enhancement of GPS - ENS synergy by the use of a fuzzy system. A new membership function, which allows a better management of its shape, is used in Mamdani-type fuzzy inference systems. There are two main parameters in fuzzy control systems that influence the performances of a system. The first parameter is the overlapping of membership functions and the second is the output value after defuzzification. Both of them are related to the shape of membership functions. This is modified either by the change of classical membership functions or by the use of concentrator and dilator operators. We introduce a novel membership function which has an elliptical shape. This elliptical membership function provides for the same operation effects, but with much more accuracy. Essentially, the new membership function uses one parameter, the curvature, to obtain a flexible and useful set of functions. Furthermore, the curvature parameter is intuitively appealing. The theoretical fundamentals of the function are presented and the practical accuracy aspects are evaluated. A feed forward system using two Mamdani-type fuzzy inference subsystems is built, and then trained by the modification of the shapes of membership functions.
机译:本文通过使用模糊系统提高了GPS增强的新方法。一种新的成员函数,允许更好地管理其形状,用于Mamdani型模糊推理系统。模糊控制系统中有两个主要参数,这些参数影响系统的性能。第一个参数是隶属函数的重叠,第二个参数是Defuzzzification后的输出值。它们都与隶属函数的形式有关。这是通过改变经典的成员函数或使用集中器和扩张器操作员来修改。我们介绍了一种具有椭圆形的新型成员函数。这种椭圆件函数提供相同的操作效果,但更准确。从本质上讲,新的隶属函数使用一个参数,曲率来获得灵活且有用的功能集。此外,曲率参数直观地吸引。提出了该功能的理论基础,评估了实际的准确性方面。建立了使用两个Mamdani型模糊推理子系统的前馈系统,然后通过修改隶属函数的形状进行培训。

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