固定-固定和自由-固定条件下u形膨胀波纹管固有频率的数值分析

Mustafa Sabri Mohammed, Dhia A. Salal
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引用次数: 0

摘要

本研究采用MATLAB代码对两种不同支承条件(固定-固定和不固定)下的u型金属膨胀波纹管进行固有频率分析。第一个波纹管的内径为10毫米。,长度为(100,200,300)mm,有(36,75和111)个卷积。而第二个波纹管,内径为20mm和(100,200,300)mm,有许多卷曲(25,54和82)。结果表明,减小波纹管长度和增大波纹管直径可以提高波纹管的固有频率。是。其中,最大频率记录在直径为20 mm,长度为100 mm的最大值处,固定固定时约为(13549.167 Hz),自由固定时约为(13097.528 Hz)。通常,固有频率直接取决于输送流体的管道的刚度和总质量。材料的刚度是由转动惯量决定的。因此,增加直径将增加转动惯量,这将导致刚度增加,这将导致固有频率增加。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Numerical Analysis of Natural Frequency for U-Shaped Expansion Bellows in Fixed-Fixed and Fixed-Free Conditions
In this study, MATLAB code was used to analyze the natural frequency in two types of U-shape metal expansion bellows with various supporting conditions (fixed-fixed and fixed- free). The first bellow has a 10 mm inner diameter., and a length of (100, 200, 300) mm, has (36, 75, and 111) convolutions. While the second bellow, with an inner diameter of 20mm and (100,200,300) mm, has a number of convolutions (25,54 and 82). The result shows that by lowering the bellow length and increasing the bellow diameter, the natural frequency was raised. Were. Where, the maximum frequency was recorded at a maximum value of 20 mm in diameter and a length of 100 mm, about (13549.167 Hz) in the case of fixed-fixed and (13097.528 Hz) in the case of fixed-free. In general, the natural frequency depends directly on the stiffness and total mass of the pipe conveying fluid. The stiffness of the material is determined by the moment of inertia. As a result, increasing the diameter will increase the moment of inertia, which will result in an increase in stiffness, which will result in an increase in natural frequency.
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