Parameter identification of a compliant nonlinear SDOF system in random ocean waves by reverse MISO method

Ocean Engineering

Volumn 28, Issue 9, 2001, Pages 1199-1223

  Panneer Selvam, R ^a   Bhattacharyya, S K ^a  

^a INDIAN INSTITUTE OF TECHNOLOGY MADRAS   (India)

Author keywords

Inertia coefficient; Morison's equation; Nonlinear; Reverse MISO; Simulation; System identification; Wave spectrum

Indexed keywords

HYDRODYNAMICS; MATHEMATICAL MODELS; NONLINEAR CONTROL SYSTEMS; PARAMETER ESTIMATION; WATER WAVES;

LINEAR SPECTRAL MODEL;

OCEAN ENGINEERING;

DRAG; INERTIA; WAVE MODELING;

EID: 0035946620     PISSN: 00298018     EISSN: None     Source Type: Journal    
DOI: 10.1016/S0029-8018(00)00041-X     Document Type: Article

References (20)

1. System identification from multiple input/output data
2. Statistical errors in measurement of coherence functions and input/output quantities
3. A general identification technique for nonlinear differential equations of motion
4. The reduction of bias error in transfer function estimates using FFT-based analyzers
5. Large modal survey testing using the Ibrahim time domain identification technique
6. Fundamentals of system identification in structural dynamics
7. Identification of nonlinear vibrating structures: Part I - Formulation
8. Stochastic response of offshore structures excited by drag forces
9. Frequency domain analysis of dynamic response of drag dominated offshore structures
10. Nonlinear system identification of a moored structural system
11. Application of R-MISO technique to identify drag and inertia coefficients of a compliant SDOF system
12. A procedure for identification of linear and nonlinear multi-degree-of freedom system
13. Measurement of nonlinear damping in single-degree-of-freedom system
14. Identification of weakly nonlinear systems using equivalent linearization
15. Identification of linear structural dynamic systems
16. Resolution bias errors in spectral density, frequency response and coherence function measurements
17. A nonparametric identification technique for a variety of discrete nonlinear vibrating systems