悬臂梁
结构工程
有限元法
数值分析
变形(气象学)
棒
振动
边值问题
压力(语言学)
冯·米塞斯屈服准则
MATLAB语言
梁(结构)
力矩(物理)
模糊逻辑
工程类
材料科学
软件
刚体
张力(地质)
计算机模拟
Timoshenko梁理论
弯矩
灵敏度(控制系统)
过程(计算)
作者
Saddam Hussein Raheemah,Kareem Idan Fadheel,Qais Hussein Hassan,Ashham Mohammed Aned,Alaa Abdulazeez Turki Al-Taie,Hussein Kadhim Sharaf
标识
DOI:10.47836/pjst.29.2.22
摘要
The present study aims to investigate crack presence in a rigid steel beam so that it can be considered in structural design. A finite element method (FEM) had been used with the Ansys 16.1 software to simulate the whole steel body with three different forces and moments with a magnitude force subjected at the free end of the beam. The steel rod had been considered as simple cantilever to be modelled by the software. Von Mises stress had been considered in the simulation process where the maximum value of stress due to applied load and moment was 1.9 MPa. Total deformation of the whole body had also been considered to instigate the maximum deformation (4.3mm) due to applied loads and moments. Furthermore, MATLAB and through fuzzy logic had been used to assist in the investigation of cracks. Both approaches had been governed by the Euler-Bernoulli theory for free vibration of motion equations. The other aim of this study is to evaluate results received from the Ansys with MATLAB for the same boundary conditions as the case.
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