悬臂梁式纬纱张力传感器结构优化  

Structure Optimization of Cantilever Beam Type Weft Tension Sensor

作　　者：李耀杰 沈丹峰[1] 常革联 王玉 李靖宇 LI Yao-jie;SHEN Dan-feng;CHANG Ge-lian;WANG Yu;LI Jing-yu(School of Mechanical and Electrical Engineering,Xi'an Polytechnic University,Xi'an 710048,China;Jingwei Tsudakoma Textile Machinery(Xianyang)Co.,Ltd.,Xianyang 712000,China)

机构地区：[1]西安工程大学机电工程学院,陕西西安710048 [2]经纬津田驹纺织机械(咸阳)有限公司,陕西咸阳712000

出　　处：《纺织科技进展》2021年第2期33-37,40,共6页Progress in Textile Science & Technology

基　　金：陕西省科技厅重点研发计划(2018TSCXL-GY-03-02)。

摘　　要：使用拓扑优化算法对悬臂梁结构进行优化分析,通过瞬态动力学和谐响应分析验证悬臂梁稳定性能的提升和滞后时间的大小。在瞬态动力学中对优化前后的悬臂梁在10Hz和100Hz频率下进行仿真计算分析,计算出悬臂梁自由端Z向的位移响应曲线;在谐响应分析中计算0~500Hz范围内滞后相位角与频率、幅值与频率的变化关系曲线。结果表明,在瞬态动力学分析中,优化后的悬臂梁响应曲线与参考曲线最为接近,根据谐响应曲线可以计算出不同频率下悬臂梁的滞后时间。The topology optimization algorithm was used to optimize the cantilever beam structure,and the transient dynamics harmonious response analysis was used to verify the improvement of the stability performance of the cantilever beam and the size of the lag time.In the transient dynamics,the cantilever beam before and after optimization was analyzed at 10 Hz and 100 Hz frequency,and the displacement response curve of the free end of the cantilever beam was calculated.In the harmonic response analysis,the relationship curve between the lag phase angle and frequency,and amplitude and frequency in the range of 0~500 Hz was calculated.The results showed that in the transient dynamic analysis,the optimized response curve of the cantilever beam was the closest to the reference curve.The lag time of the cantilever beam at different frequencies could be calculated according to the harmonic response curve.

关 键 词：纱线张力 悬臂梁 固有频率 模态拓扑优化 谐响应 

分 类 号：TP212.1[自动化与计算机技术—检测技术与自动化装置]