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Evolutionary biomechanics is the study of evolution through the analysis of biomechanical systems. Its unique advantage is the precision with which physical constraints and performance can be predicted from first principles. Instead of reviewing the entire breadth of the biomechanical literature, a few key examples are explored in depth as vehicles for discussing fundamental concepts, analytical techniques, and evolutionary theory. Each chapter develops a conceptual theme, developing the underlying theory and techniques required for analyses in evolutionary biomechanics. Examples from terrestrial biomechanics, metabolic scaling, and bird flight are used to analyse how physics constrains the design space that natural selection is free to explore, and how adaptive evolution finds solutions to the trade-offs between multiple complex conflicting performance objectives.Evolutionary Biomechanics is suitable for graduate level students and professional researchers in the fields of biomechanics, physiology, evolutionary biology and palaeontology. It will also be of relevance and use to researchers in the physical sciences and engineering.
This text investigates how physical laws and biomechanical constraints dictate the pathways and limitations of natural selection in biological systems. Authors Adrian M. K. Thomas and Graham D. Taylor utilize a first-principles approach to bridge the gap between physical engineering and evolutionary theory. By focusing on specific, high-resolution case studies rather than broad literature reviews, the authors establish a rigorous analytical framework for predicting performance trade-offs in living organisms.
What You Will Find
Experts identify this work as a specialized, high-level resource for graduate students and researchers in evolutionary biology and engineering. Readers frequently note the technical density of the prose, which requires a solid background in physics and mathematics to fully grasp the analytical models presented.
Page Count:
176
Publication Date:
2014-03-16
Publisher:
Oxford University Press
ISBN-10:
0198566387
ISBN-13:
9780198566380
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