Human-Like Biomechanics

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Details

Human-Like Biomechanics is a comprehensive introduction into modern geometrical methods to be used as a unified research approach in two apparently separate and rapidly growing fields: mathematical biomechanics and humanoid robotics.

The book contains six Chapters and an Appendix. The first Chapter is an Introduction, giving a brief review of mathematical techniques to be used in the text. The second Chapter develops geometrical basis of human-like biomechanics, while the third Chapter develops its mechanical basis, mainly from generalized Lagrangian and Hamiltonian perspective. The fourth Chapter develops topology of human-like biomechanics, while the fifth Chapter reviews related nonlinear control techniques. The sixth Chapter develops covariant biophysics of electro-muscular stimulation. The Appendix consists of two parts: classical muscular mechanics and modern path integral methods, which are both used frequently in the main text. The whole book is based on the authors' own research papers in human-like biomechanics.


Unified biomechanics and robotics Design of hyper-complex robots Geometry and topology at work Path integral in biomechanics/biophysics

Klappentext

Human-Like Biomechanics is a comprehensive introduction into modern geometrical methods to be used as a unified research approach in two apparently separate and rapidly growing fields: mathematical biomechanics and humanoid robotics. The book contains six Chapters and an Appendix. The first Chapter is an Introduction, giving a brief review of mathematical techniques to be used in the text. The second Chapter develops geometrical basis of human-like biomechanics, while the third Chapter develops its mechanical basis, mainly from generalized Lagrangian and Hamiltonian perspective. The fourth Chapter develops topology of human-like biomechanics, while the fifth Chapter reviews related nonlinear control techniques. The sixth Chapter develops covariant biophysics of electro-muscular stimulation. The Appendix consists of two parts: classical muscular mechanics and modern path integral methods, which are both used frequently in the main text. The whole book is based on the authors own research papers in human-like biomechanics.


Zusammenfassung

Human-Like Biomechanics is a comprehensive introduction into modern geometrical methods to be used as a unified research approach in two apparently separate and rapidly growing fields: mathematical biomechanics and humanoid robotics.

The book contains six Chapters and an Appendix. The first Chapter is an Introduction, giving a brief review of mathematical techniques to be used in the text. The second Chapter develops geometrical basis of human-like biomechanics, while the third Chapter develops its mechanical basis, mainly from generalized Lagrangian and Hamiltonian perspective. The fourth Chapter develops topology of human-like biomechanics, while the fifth Chapter reviews related nonlinear control techniques. The sixth Chapter develops covariant biophysics of electro-muscular stimulation. The Appendix consists of two parts: classical muscular mechanics and modern path integral methods, which are both used frequently in the main text. The whole book is based on the authors' own research papers in human-like biomechanics.


Inhalt
Geometric Basis of HumanLike Biomechanics.- Mechanical Basis of HumanLike Biomechanics.- Topology of HumanLike Biomechanics.- Nonlinear Control in HumanLike Biomechanics.- Covariant Biophysics of ElectroMuscular Stimulation.

Weitere Informationen

  • Allgemeine Informationen
    • GTIN 09781402041167
    • Auflage 2006
    • Sprache Englisch
    • Genre Maschinenbau
    • Lesemotiv Verstehen
    • Anzahl Seiten 488
    • Größe H241mm x B160mm x T31mm
    • Jahr 2006
    • EAN 9781402041167
    • Format Fester Einband
    • ISBN 1402041160
    • Veröffentlichung 27.01.2006
    • Titel Human-Like Biomechanics
    • Autor Tijana T. Ivancevic , Vladimir G. Ivancevic
    • Untertitel A Unified Mathematical Approach to Human Biomechanics and Humanoid Robotics
    • Gewicht 893g
    • Herausgeber Springer Netherlands

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