A Method to Determine the Boundary Conditions of the Finite Element Model of a Slender Beam Using Measured Modal Parameters

Author:

Fengquan Wang1,Shiyu Chen1

Affiliation:

1. Department of Mathematics & Mechanics, Southeast University, Nanjing 210018, P.R. China

Abstract

In this paper, a method used to determine the boundary conditions of the Finite Element Model of a slender beam with measured structure modal parameters is presented. On deriving the method, the finite element model theory for dynamic calculating is used. Combined with the modal parameters from experiment, an FEM-modal parameter equation to determine the boundary conditions is put forward. For solving the equation, three methods are given. The first is the accurate method. The second is the full mode computation method by means of generalized inverse matrix. The third is the interpolation method of frequency. A numerical simulation with computer is given and the results of calculation fully verify the effectiveness of the method offered and also verify that the accuracy of the method is satisfying. Finally, an applied example is given and the results of calculation fully verify the effectiveness of the method offered.

Publisher

ASME International

Subject

General Engineering

Reference5 articles.

1. Baruch M. , 1978, “Optimization Procedure to Correct Stiffness and Flexibility Matrix Using Vibration Tests,” AIAA J., Vol. 11, pp. 1208–1210.

2. Berman A. , 1979, “Mass Matrix Correction Using an Incomplete Set of Measured Modes,” AIAA J., Vol. 10, pp. 1147–1148.

3. Lu Zhenhua and Feng Zhengdong, 1988, “The Optimal Structural Modification Principle for the Maximum Shifts of Natural Vibration Frequencies,” Proceedings of the 6th International Modal Analysis Conference, pp. 1107–1111.

4. Peng Xiahong, 1984, “To Correct the Finite Element Model of a Structure With Tested Modal Parameters (In Chinese),” Vibration and Shock, Vol. 3.

5. Xu Wanli and Xia Yilin, 1988, “Mass Matrix and Stiffness Matrix Correction Using Generalized Inverse Matrix (In Chinese),” Proceedings of the 5th National Modal Analysis and Vibration Testing Conference, pp. 1208–1210.

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