
The concept of deformable surfaces covers a wide range of mathematical ideas and techniques and has applications in all kinds of surfaces, from textile fabrics to sheet metal. Deformable Surfaces is a collection of papers, presented at a recent Institute of Mathematics and its Applications conference, covering different aspects of the changes in surfaces (metals, materials, water) as a result of physical forces. The main topics of the conference were modelling deforming surfaces, the deformation of notional surfaces, and techniques for analyzing deforming interfaces. All research mathematicians and engineers interested in the motion and deformation of surfaces will find this book a useful addition to their libraries.
This volume investigates the mathematical frameworks and computational techniques required to model and analyze the behavior of surfaces subjected to physical deformation. The editors, D. G. Dritschel and R. J. Perkins, compile a series of peer-reviewed papers originating from an Institute of Mathematics and its Applications conference. The text synthesizes theoretical approaches with practical applications, providing a comprehensive overview of how various materials—ranging from textiles to sheet metal and fluid interfaces—respond to external forces.
What You Will Find
Experts and researchers in the field of applied mathematics and mechanical engineering identify this collection as a specialized resource for those focused on surface mechanics. Readers frequently note the technical density of the prose, which is intended for an audience of professional mathematicians and engineers.
Page Count:
248
Publication Date:
1996-08-22
Publisher:
Oxford University Press
ISBN-10:
0198536437
ISBN-13:
9780198536437
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