Kalman Filter Method in the Analysis of (Advanced Series in Astrophysics and Cosmology)

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9789810212964: Kalman Filter Method in the Analysis of (Advanced Series in Astrophysics and Cosmology)
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The central theme of this book is the application of the linear filtering theory to the vibration of structures in a fluid. Emphasis is placed on the mathematical models which, in the theory of systems, characterize the state of a dynamic system. The mathematical models are in the form of linear Ito stochastic differential equations. Discretization of the models, which leads to straightforward computer applications, is also discussed. The book also presents an approach to nonlinear problems based on the expansion of random functions in a series. To elucidate the proposed approach, examples on the application of Kalman filters, which refer to the vibrations of cylinders in waves, are cited. This provides a practical orientation to complement the proposed theory and contributes to a clearer and deeper understanding of the subject matter.

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"I found the book of interest, and learned something from it. The authors convincingly establish the appropriateness of their statistical techniques to the problem in hand ... I feel that it covers worthwhile material." C J Chapman J Fluid Mechanics, 1994 "... this book should be purchased by the libraries of universities with engineering programs; the book will be of special importance for departments of Civil and Environmental Engineering." J Z Sasiadek Control Engineering Practice

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9789810212995: Kalman Filter Method in the Analysis of Vibrations Due to Water Waves (Advanced Series on Ocean Engineering)

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ISBN 10:  9810212992 ISBN 13:  9789810212995
Publisher: World Scientific Pub Co Inc, 1993
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Book Description World Scientific Publishing Co Pte Ltd, Singapore, 1993. Hardback. Condition: New. Language: English . This book usually ship within 10-15 business days and we will endeavor to dispatch orders quicker than this where possible. Brand New Book. The central theme of this book is the application of the linear filtering theory to the vibration of structures in a fluid. Emphasis is placed on the mathematical models which, in the theory of systems, characterize the state of a dynamic system. The mathematical models are in the form of linear Ito stochastic differential equations. Discretization of the models, which leads to straightforward computer applications, is also discussed. The book also presents an approach to nonlinear problems based on the expansion of random functions in a series. To elucidate the proposed approach, examples on the application of Kalman filters, which refer to the vibrations of cylinders in waves, are cited. This provides a practical orientation to complement the proposed theory and contributes to a clearer and deeper understanding of the subject matter. Seller Inventory # BTE9789810212964

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