模拟叶尖定时传感器信号形状调制的振动分析

D. Heller, I. A. Sever, C. Schwingshackl
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引用次数: 5

摘要

叶尖计时(BTT)可以实现旋转叶片振动特性的非接触式和非侵入式测量。传统的叶尖定时技术是基于叶片通过安装在机匣周围的传感器的到达时间。文献中提出了各种后处理方法,从到达时间数据中提取叶片盘的振动特性。然而,这些方法确定振动和模态参数的准确性受到固有的BTT欠采样的影响。需要新颖的解决方案将BTT的能力扩展到非线性和多模态振动分析。本文提出了一种BTT传感器数据信号处理的替代方法,重点关注实际传感器信号形状数据。该方法基于叶片振动导致传感器输出发生一定调制的假设。将这种调制与非振动条件下的调制进行比较,可以提取振动信息。在数值研究中,引入虚拟电容传感器和叶片盘模型来模拟具有可调信号形状函数的传感器,并生成三个测试用例中通过叶片的信号形状。数据处理技术用于从模拟信号形状中提取相关的振动数据。可以看出,传感器信号的形状是不同的调制取决于振动状态的叶片通过。叶尖尺寸、传感器场特性、激励、转速、振动幅度和频率等参数对传感器信号的形状有明显的影响。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Vibration Analysis From Simulated Tip Timing Sensor Signal Shape Modulation
Blade Tip Timing (BTT) enables non-contact and non-intrusive measurements of the vibrational behaviour of rotating blades. The classical tip timing technology is based on arrival times when blades pass sensors mounted around the casing. Various post-processing methods have been proposed in the literature to extract the vibration behaviour of the bladed disk from arrival time data. However, the accuracy of these methods to determine vibration and modal parameters suffers from inherent under-sampling of BTT. Novel solutions are needed to extend BTT capabilities to non-linear and multi-mode vibration analysis. In this paper, an alternative approach to the signal processing of BTT sensor data is presented, focusing on the actual sensor signal shape data. The approach is based on the assumption that the vibration of blades leads to a certain modulation of the sensor output. Comparing this modulation with one from a non-vibrating condition, it is possible to extract vibration information. In this numerical study, a virtual capacitance sensor and bladed disk model is introduced to simulate the sensors with adjustable signal shape functions and to generate signal shapes from passing blades for three test cases. Data processing techniques are used to extract relevant vibration data from simulated signal shapes. It could be shown that the sensor signal shapes are modulated differently depending on the vibrational state of a passing blade. Parameters such as the blade tip dimension, sensor field characteristics, excitation, rotational speed, amplitude and frequency of vibration have a discernible effect on the sensor signal shapes.
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