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1
Interval finite element method for complex eigenvalues of closed-loop systems with uncertain parameters
Interval finite element method for complex eigenvalues of closed-loop systems with uncertain parameters
XiaoMing Zhang, | 국제구조공학회(TECNO-PRESS) | 2007 ,
2
Eigenvalue Analysis of Double-span Timoshenko Beams by Pseudospectral Method
Eigenvalue Analysis of Double-span Timoshenko Beams by Pseudospectral Method
Jinhee Lee, | 대한기계학회 | 2005 ,
3
The standard deviations for eigenvalues of the closed-loop systems with random parameters
The standard deviations for eigenvalues of the closed-loop systems with random parameters
Su Huan Chen, Chun Liu, Yu Dong Chen, | 국제구조공학회(TECNO-PRESS) | 2004 ,
4
Characteristics of the Eigenvalue Senstivities to the Change of Element Correction Factors for Beams
Characteristics of the Eigenvalue Senstivities to the Change of Element Correction Factors for Beams
이근명, 박영호, | 대한기계학회 | 2004 ,
5
Application of the Chebyshev-Fourier Pseudospectral Method to the Eigenvalue Analysis of Circular Mindlin Plates with Free Boundary Conditions
Application of the Chebyshev-Fourier Pseudospectral Method to the Eigenvalue Analysis of Circular Mindlin Plates with Free Boundary Conditions
Jinhee Lee, | 대한기계학회 | 2003 ,
6
Eigenvalue Analysis of Rectangular Mindlin Plates by Chebyshev Pseudospectral Method
Eigenvalue Analysis of Rectangular Mindlin Plates by Chebyshev Pseudospectral Method
Jinhee Lee, | 대한기계학회 | 2003 ,
7
On the Eigenvalues of a Uniform Rectangular Plate Carrying any Number of Spring-damper-mass Systems
On the Eigenvalues of a Uniform Rectangular Plate Carrying any Number of Spring-damper-mass Systems
Der-Wei Chen (Taiwan), | 국제구조공학회 | 2003 ,
8
Interval Finite Element Method Based On The Element For Eigenvalue Analysis of Structures with Interval Parameters
Interval Finite Element Method Based On The Element For Eigenvalue Analysis of Structures with Interval Parameters
Xiaowei Yang, Suhuan Chen and Huadong Lian (China), | 국제구조공학회 | 2001 ,
9
Derivation of Formulas For Perturbation Analysis With Modes of Close Eigenvalues
Derivation of Formulas For Perturbation Analysis With Modes of Close Eigenvalues
X.L. Liu (Porugal), | 국제구조공학회 | 2000 ,
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