北京理工大学机械与车辆学院,北京,100081
网络首发:2010-11-10,
纸质出版:2010
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向建华, 廖日东, 蒲大宇. 带集中质量块薄板的移频数值仿真[J]. 西安交通大学学报, 2010,44(11):82-86.
Numerical Simulation on Frequency Shift of Thin Plate with Lumped Mass Block[J]. 2010, 44(11): 82-86.
通过对带有附加质量块薄板的理论分析和频率计算
从中获取了影响薄板系统动态特性的质量块主要参数
再运用有限元方法系统地分析了质量块的质量、位置、数量、所处介质和分布面积对薄板频率的影响规律.数值仿真结果表明:通过添加质量块来实现结构移频
应尽量采用质量为结构总质量10%以下的集中质量块
并放置于振型波峰处
以获得最大的频率改变量; 沉浸于重质流体的薄板需要更大的附加质量
才能获得与轻质流体相同的频率改变量; 对于高阶模态
应尽可能多地在振型峰值上布置质量块并呈对称分布.在此基础上开展的薄板移频技术的应用研究
可为实际薄板结构修改时调整固有频率以避开工作频率、减小振动提供指导.
The theoretical analysis and frequency calculation of a thin plate with additional mass blocks were performed to achieve the main parameters of mass blocks that affect the dynamic characteristics of the thin plate. The influence of mass block parameters such as mass value
position
quantity
media
and distribution area on the frequency of the thin plate was discussed with the finite element method. The numerical simulation results show that
when the structural frequency shift is realized by adding mass blocks
it is necessary to lay the lumped mass blocks whose mass value is less than 10% of the total structure mass at the wave peak of the structural mode shape so that the greatest shift of frequency can be achieved. For the thin plate immersed in heavyweight fluid
much greater additional mass should be added to obtain the required shift of frequency. Moreover
for the high-rank mode shape
mass blocks should be symmetrically laid at the wave peak of the structural mode shape. The further application study on frequency shift of thin plates on the basis of this study may be useful for altering natural frequency and reducing vibration in the modification of thin plate structure.
CONSTANS E W, KOOPMANN G H, BELEGUNDIE A D. The use to minimize the radiated sound power of vibrating shells: theory and experiment [J]. Journal of Sound and Vibration, 1998,217(2):335-350.
LOW K H, CHAI G B, LIM T M, et al. Comparisons of experimental and theoretical frequencies for rectangular plates with various boundary conditions and added mass [J]. International Journal of Mechanical Science, 1998,40(11):1119-1131.
CREMER L, HECKL M. Structure-borne sound: structural vibrations and sound radiation at audio frequencies [M]. Berlin, Germany: Springer, 2005.
蒲大宇.内燃机薄板结构振声特性分析与实验研究[D].北京: 北京理工大学机械与车辆学院,2008.
KERBOUA Y, LAKIS A A, THOMAS M, et al. Vibration analysis of rectangular plates coupled with fluid[J]. Applied Mathematical Modeling, 2008,32(12):2570-2586.
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采用余弦拟合的随机共振反演技术研究. 西安交通大学学报,2010,44(1):41-45.
自适应移频变尺度随机共振在故障诊断中的应用. 西安交通大学学报,2009,43(7):69-73.
铝合金薄板在疲劳载荷下孔洞聚合试验中的材料损失. 西安交通大学学报,2009,43(3):121-124.
铜长条薄板在疲劳载荷下裂纹聚合的试验研究和一个新发现. 西安交通大学学报,2009,43(2):121-124.
航空铝合金薄板在疲劳载荷下孔洞聚合的试验研究和一个新发现. 西安交通大学学报,2009,43(1):125-128.
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