Fr. 216.00

Dynamic Modeling of Musculoskeletal Motion - A Vectorized Approach for Biomechanical Analysis in Three Dimensions

English · Hardback

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Description

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Dynamic Modeling of Musculoskeletal Motion introduces biomechanists to modern methods of modeling and analyzing dynamic biomechanical systems in three dimensions. Using vector kinematics, the reader is taught a systematic method which significantly reduces the complexity of working with multiple, moving limb segments in three dimensions. Operations which usually require the application of differential calculus are replaced by simple algebraic formulae. To derive dynamical equations of motion, a practical introduction to Kane's Method is given.
Kane's Method builds upon the foundation of vector kinematics and represents one of the most exciting theoretical developments of the modern era. Together, these techniques enable biomechanists to decipher and model living systems with great realism, efficiency and accuracy. Interwoven with the theoretical presentation are chapters and examples which highlight the subtle differences between inanimate linkages and the biomechanical systems we seek to understand.

List of contents

I An Introduction to Musculotendon Modeling and Analysis.- 1. Overview of Dynamic Musculoskeletal Modeling.- 2. An Introduction to Modeling Muscle and Tendon.- II Defining Skeletal Kinematics.- 3. Rigid Bodies and Reference Frames.- 4. Vector Based Kinematics.- 5. Models of the Skeletal System.- III Dynamic Equations of Motion.- 6. Dynamic Equations of Motion.- 7. Control.- Appendix A- Human Lower Extremity Segmental Parameters.- References.- Appendix B- Human Lower Extremity Muscle Parameters.- References.- About the Author.

Summary

Dynamic Modeling of Musculoskeletal Motion introduces biomechanists to modern methods of modeling and analyzing dynamic biomechanical systems in three dimensions. Using vector kinematics, the reader is taught a systematic method which significantly reduces the complexity of working with multiple, moving limb segments in three dimensions. Operations which usually require the application of differential calculus are replaced by simple algebraic formulae. To derive dynamical equations of motion, a practical introduction to Kane's Method is given.

Kane's Method builds upon the foundation of vector kinematics and represents one of the most exciting theoretical developments of the modern era. Together, these techniques enable biomechanists to decipher and model living systems with great realism, efficiency and accuracy. Interwoven with the theoretical presentation are chapters and examples which highlight the subtle differences between inanimate linkages and the biomechanical systems we seek to understand.

Additional text

`In conclusion, Dynamic modeling of "musculoskeletal modeling" by Gray Yamaguchi is an excellent book for those of us who want to take up (or teach) 3-D musculoskeletal modeling. The book is especially suited as a reference, for obtaining a comprehensive overview, or as material for graduate courses in the area of 3-D modeling. It is well worth having.'
Journal of Biomechanics 35:871-872 (2002)

Report

`In conclusion, Dynamic modeling of "musculoskeletal modeling" by Gray Yamaguchi is an excellent book for those of us who want to take up (or teach) 3-D musculoskeletal modeling. The book is especially suited as a reference, for obtaining a comprehensive overview, or as material for graduate courses in the area of 3-D modeling. It is well worth having.'
Journal of Biomechanics 35:871-872 (2002)

Product details

Authors Gary T. Yamaguchi, Gary Tad Yamaguchi
Publisher Springer, Berlin
 
Languages English
Product format Hardback
Released 29.06.2009
 
EAN 9780792374305
ISBN 978-0-7923-7430-5
No. of pages 258
Weight 567 g
Illustrations XVI, 258 p.
Subjects Natural sciences, medicine, IT, technology > Technology > Mechanical engineering, production engineering

C, Vibration, engineering, Civil Engineering, Dynamics, Classical mechanics, Mechanics, Mechanics of solids, Dynamical systems, Biomedical Engineering and Bioengineering, Biomedical engineering, Vibration, Dynamical Systems, Control

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