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Showing results 1 to 7 of 7

1
An Efficient Algebraic Method for the Computation of Natural Frequency and Mode Shape Sensitivities, Part I: Distinct Natural Frequencies

Lee, In Won; gil-ho jung, COMPUTERS & STRUCTURES, v.62, no.3, pp.429 - 435, 1997-02

2
An Efficient Algebraic Method for the Computation of Natural Frequency and Mode Shape Sensitivities, Part II: Multiple Natural Frequencies

Lee, In Won; gil-ho jung, COMPUTERS & STRUCTURES, v.62, no.3, pp.437 - 443, 1997-02

3
Higher order eigensensitivity analysis of damped systems with repeated eigenvalues

Choi, KM; Cho, SW; Ko, MG; Lee, In Won, COMPUTERS & STRUCTURES, v.82, no.1, pp.63 - 69, 2004-01

4
Natural Frequency and Mode Shape Sensitivities of Damped System, Part I: Distinct Natural Frequencies

Lee, In Won; dong-ok kim; gil-ho jung, JOURNAL OF SOUND AND VIBRATION, v.223, no.3, pp.399 - 412, 1999-06

5
Natural Frequency and Mode Shape Sensitivities of Damped System, Part II: Multiple Natural Frequencies

Lee, In Won; dong-ok kim; gil-ho jung, JOURNAL OF SOUND AND VIBRATION, v.223, no.3, pp.413 - 424, 1999-06

6
Numerical Method for Sensitivity Analysis of Engensystems with Nonrepeated and Repeated Eigenvalues

Lee, In Won; gil-ho jung; jong-won lee, JOURNAL OF SOUND AND VIBRATION, v.195, no.1, pp.17 - 32, 1996-08

7
Sensitivity analysis of non-conservative eigensystems

Choi, KM; Jo, HK; Kim, WH; Lee, In Won, JOURNAL OF SOUND AND VIBRATION, v.274, no.3-5, pp.997 - 1011, 2004-07

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