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求解时变参数结构多自由度问题动响应算法
Dynamic response algorithm for solution of many BOF problems with time wariant parameter construction
【摘要】 文[1]对时变多数结构的动力响应计算,用Hamilton定律推导出了算法公式,其中对响应、质量、刚度和阻尼均使用了三次Hermite插值,但只给出了对单自由度问题的应用,具有实际的应用价值的算法应该可以解决多自由度问题。对此进行了研究,针对一个两自由度的问题给出了算法的验证,与此相仿的所有多自由度问题就都可以应用了。
【Abstract】 In [1] authors calculated dynandc response for time variant parameter construction, and concluded an algorithm formula by means of Handlton law. In the process of conduding formula three times Hermite interpolation for response, quality, spiffness and bamping were used, but only the application of single BOF problerns is given. Algorithm with application value should solute many BOF problerns. The authors give a test on algorithm of two BOF problems. Sindlarly, many BOF problerns can be applied.
【关键词】 时变参数;
动力响应;
Hamilton定律;
多自由度;
【Key words】 time variant parameter; dynamic response; Hamilton law; many BOF;
【Key words】 time variant parameter; dynamic response; Hamilton law; many BOF;
- 【文献出处】 黑龙江大学自然科学学报 ,JOURNAL OF NATURAL SCIENCE OF HEILONGJIANG UNIVERSITY , 编辑部邮箱 ,2000年02期
- 【分类号】O241
- 【被引频次】1
- 【下载频次】68