摘要
建立空间动力学问题的数学模型的好坏将直接影响到求解过程的复杂程度和对问题实质的理解.在普通三元复数模型的基础之上,对偏斜圆盘定轴转动时的附加动约束力的计算进行了讨论,在此过程中,提出了普复面及普复数的概念,进一步完善三元复数模型,并验证了该种三元复数模型的可行性和简便性.
What's good and bad to establish the mathematic model for the spatial problems of dynamics is directly to affect the complex level of the solving process and the comprehension for the essential quality of the problems. Based on the model of the ternary complex, it has been discussed to the computation of the dynamic constraint force on the inclined plate when rotating around a fixed axis by this article. By means of this process, the idea of the universal complex plane is put forward at the same time, the ternary complex model has been perfected further and the ternary complex model is confirmed to have feasibility and simplicity in the practical use.
出处
《武汉工程大学学报》
CAS
2009年第1期76-78,82,共4页
Journal of Wuhan Institute of Technology
关键词
偏斜圆盘
定轴转动
三元复数
动力学建模
普复面
inclined plate: fixed-axis rotation: a ternary complex, dynamic modeling.universal complex plane.