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Non-linear Modelling of the Rotating Machine in Technical Diagnostics. The Concept of Adequacy Intervals and Weight Functions in the Identification Procedure

机译:技术诊断中旋转机器的非线性建模。识别过程中充足的间隔和重量函数的概念

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In this paper we will discuss the problem of mathematical description of two basic sub-systems composing a rotating machine, which are the line of rotors with bearings and the supporting structure. If we want to obtain non-elliptic trajectories, with various types of defects in system's operation and complicated vibration spectra coded in their shapes - which makes the basis for technical diagnostics - we must turn to the non-linear analysis and solve the equations of motion in another reference system. The subsystems that frequently reveal non-linear characteristics include the line of rotors with constructional and operational imperfections (misalignment, shaft cracks), and, undoubtedly, the slide bearings and labyrinth seals. At the same time the supporting structure can be treated with satisfactory accuracy as a subsystem having the linear characteristics. In this situation a key question is how to unite in one system the supporting structure, with its linear characteristics, and the line of rotors and bearings, resting on the supporting structure and definitely representing the non-linear characteristics. Here, such an elegant notation in the form of a complex matrix for the entire machine is not possible any longer. From the mathematical point of view the situation is becoming dramatically more complicated. In this paper we will propose solutions to this problem in the form of socalled adequacy intervals of the supporting structure dynamic characteristics, with relevant transformation of those characteristics, and will present a novel concept how to incorporate those characteristics to the rotor line dynamics, based on a so-called weight functions proportional to the vibration spectrum of the supports. The proposed concept can be of extreme value for defining defect-. symptom relations, to be used in a new and rapidly developing discipline of science bearing the name of the model based diagnostics.
机译:在本文中,我们将讨论构成旋转机器的两个基本子系统的数学描述问题,该旋转机器是具有轴承和支撑结构的转子线。如果我们想获得非椭圆轨迹,系统的操作和复杂的振动光谱中的各种类型缺陷在其形状中 - 这使得技术诊断基础 - 我们必须转向非线性分析并解决运动方程在另一个参考系统中。经常揭示非线性特性的子系统包括具有结构和操作缺陷(未对准,轴裂缝)的转子线,无疑,滑动轴承和迷宫式密封件。同时,作为具有线性特性的子系统,可以以令人满意的精度处理支撑结构。在这种情况下,一个关键问题是如何在一个系统中联合起来的支撑结构,具有其线性特性,以及转子和轴承的线,搁置在支撑结构上,并且肯定表示非线性特性。这里,不再能够较好地为整个机器的复杂矩阵形式的优雅符号。从数学的角度来看,情况变得显着变得更加复杂。在本文中,我们将以支持结构动态特性的相似性的充分性间隔的形式提出解决该问题的问题,具有这些特征的相关变换,并将提出一种基于转子线动态的新颖概念。所谓的重量函数与支撑件的振动谱成比例。所提出的概念可以是定义缺陷的极端值 - 。症状关系,用于新的和快速发展的科学学科,其基于模型的诊断名称。

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