Arid
报告编号NASA-CR-165668
来源IDNTRS_Document_ID: 19810013302
Two-dimensional integrating matrices on rectangular grids. [solving differential equations associated with rotating structures]
Lakin, W. D.
英文摘要The use of integrating matrices in solving differential equations associated with rotating beam configurations is examined. In vibration problems, by expressing the equations of motion of the beam in matrix notation, utilizing the integrating matrix as an operator, and applying the boundary conditions, the spatial dependence is removed from the governing partial differential equations and the resulting ordinary differential equations can be cast into standard eigenvalue form. Integrating matrices are derived based on two dimensional rectangular grids with arbitrary grid spacings allowed in one direction. The derivation of higher dimensional integrating matrices is the initial step in the generalization of the integrating matrix methodology to vibration and stability problems involving plates and shells.
英文关键词COORDINATES DIFFERENTIAL EQUATIONS MATRICES (MATHEMATICS) PROBLEM SOLVING ROTATING BODIES BEAMS (SUPPORTS) SHELLS (STRUCTURAL FORMS) STRUCTURAL STABILITY STRUCTURAL VIBRATION TWO DIMENSIONAL BODIES
出版年1981
报告类型Technical Report
语种英语
国家美国
URLhttp://hdl.handle.net/2060/19810013302
资源类型科技报告
条目标识符http://119.78.100.177/qdio/handle/2XILL650/258865
推荐引用方式
GB/T 7714
Lakin, W. D.. Two-dimensional integrating matrices on rectangular grids. [solving differential equations associated with rotating structures],1981.
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