This Book is in Good Condition. Clean Copy With Light Amount of Wear. 100% Guaranteed. Summary: Preface; Notation; 1. Introduction; 2. Collecting data; 3. The linear single-compartment model; 4. Resistance and elastance; 5. Nonlinear single-compartment models; 6. Flow limitation; 7. Linear two-compartment models; 8. The general linear model; 9. Inverse models of lung impedance; 10. Constant phase model of impedance; 11. Nonlinear dynamic models; 12. Epilogue; References; Index. Bookseller Inventory #
Synopsis: With mathematical and computational models furthering our understanding of lung mechanics, function and disease, this book provides an all-inclusive introduction to the topic from a quantitative standpoint. Focusing on inverse modeling, the reader is guided through the theory in a logical progression, from the simplest models up to state-of-the-art models that are both dynamic and nonlinear. Key tools used in biomedical engineering research, such as regression theory, linear and nonlinear systems theory, and the Fourier transform, are explained. Derivations of important physical principles, such as the Poiseuille equation and the wave speed equation, from first principles are also provided. Example applications to experimental data throughout illustrate physiological relevance, whilst problem sets at the end of each chapter provide practice and test reader comprehension. This book is ideal for biomedical engineering and biophysics graduate students and researchers wishing to understand this emerging field.
Book Description: The first book to describe lung mechanics from a quantitative standpoint. Focusing on inverse modeling, it develops in a logical progression from simple to state-of-the-art dynamic and nonlinear models. Example applications to experimental data are presented throughout the book, together with problem sets at the end of each chapter.
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Book Description Cambridge University Press 2009, 2009. Condition: New. New hardback. Fine and unread. Seller Inventory # A150847
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Book Description Cambridge University Press, 2009. Hardcover. Condition: Very Good. Great condition with minimal wear, aging, or shelf wear. Seller Inventory # P020521509602