Nonstationary pandom vibpation analysis of linear elastic structures with finite element method

Jin Wen-lu

doi:10.1007/bf01895336

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Nonstationary pandom vibpation analysis of linear elastic structures with finite element method

Jin Wen-lu

Year: 1982 Journal: Applied Mathematics and Mechanics Vol: 3 (6)Pages: 817-826 Publisher: Springer Science+Business Media

DOI: 10.1007/bf01895336

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Keywords:

Finite element method Discretization Fourier transform Mathematical analysis Mathematics Spectral element method Function (biology) Element (criminal law) Excitation Vibration Spectral density Applied mathematics Physics Mixed finite element method Quantum mechanics

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Structural Health Monitoring Techniques

Physical Sciences → Engineering → Civil and Structural Engineering

Structural Response to Dynamic Loads

Physical Sciences → Engineering → Civil and Structural Engineering

Probabilistic and Robust Engineering Design

Social Sciences → Decision Sciences → Statistics, Probability and Uncertainty

Nonstationary pandom vibpation analysis of linear elastic structures with finite element method

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