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Describing the shapes of real objects for the purposes of engineering, architecture, medicine, and a host of other disciplines often requires complicated mathematics and subtle computer techniques. With contributions from eminent authorities in the field, this wide-ranging volume describes the latest research in computer-aided surface geometry and design techniques currently being used and developed. Topics include: The geometry of helical canal surface, optimized triangulation of parametric surfaces, simple singularities in surface-surface intersections, and the volume function, among others. With its technical richness and comprehensive treatment of the subject, the book will appeal to students and researchers working in CAD, CAM, architecture, medical modeling, molecular modeling, geography, cartography, and landscape design.
This volume investigates the complex mathematical frameworks and computational methodologies required to accurately represent and manipulate the geometry of surfaces for diverse engineering and design applications. Edited by Adrian Bowyer, the text compiles research from leading authorities to address the challenges of modeling real-world objects. It provides a rigorous examination of surface geometry, offering both theoretical foundations and practical computational techniques for professionals and academics in the field.
What You Will Find
Experts recognize this collection as a significant technical resource for researchers and students involved in CAD and CAM development. Readers frequently note the high level of mathematical density and the specialized nature of the research presented within the volume.
Page Count:
488
Publication Date:
1994-05-26
Publisher:
Oxford University Press
ISBN-10:
0198536488
ISBN-13:
9780198536482
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