Structural Geology
A Quantitative Introduction
Published on 23. July 2020
Book
Hardback
454 pages
978-1-107-03506-5 (ISBN)
Description
Tackling structural geology problems today requires a quantitative understanding of the underlying physical principles, and the ability to apply mathematical models to deformation processes within the Earth. Accessible yet rigorous, this unique textbook demonstrates how to approach structural geology quantitatively using calculus and mechanics, and prepares students to interface with professional geophysicists and engineers who appreciate and utilize the same tools and computational methods to solve multidisciplinary problems. Clearly explained methods are used throughout the book to quantify field data, set up mathematical models for the formation of structures, and compare model results to field observations. An extensive online package of coordinated laboratory exercises enables students to consolidate their learning and put it into practice by analyzing structural data and building insightful models. Designed for single-semester undergraduate courses, this pioneering text prepares students for graduates studies and careers as professional geoscientists.
Reviews / Votes
'This textbook is an excellent introduction to quantitative structural geology, showing the formation of structures using both calculus and mechanics. The book bridges the gap between descriptive structural geology books and more advanced textbooks requiring a continuum mechanics background, and will be a 'must' for all geoscientists who wish to learn how to interpret geological structures based on fundamental physical principles.' Bernhard Grasemann, University of Vienna 'Pollard and Martel have written the 'Turcotte and Schubert' of structural geology. Their treatment, focusing on quantitative analysis of canonical examples, is unique, and their respect for structural geology is demonstrated by copious use of maps and field examples. The text is suitable for upper-level undergraduates with a strong math or engineering background, and is essential for all graduate students and professors of structural geology.' Richard Allmendinger, Cornell University 'This textbook tackles head-on the difficult task of quantifying the deformation processes operating in the Earth's crust in a manner that can be understood by readers without a strong mathematical background. Clearly written and beautifully illustrated with a plethora of useful and interesting diagrams and photographs - the authors are to be congratulated on producing a book that will become one of the standard structural texts for the next decade.' John Cosgrove, Imperial College LondonMore details
Language
English
Place of publication
Cambridge
United Kingdom
Target group
College/higher education
Professional and scholarly
Dimensions
Height: 286 mm
Width: 221 mm
Thickness: 29 mm
Weight
1393 gr
ISBN-13
978-1-107-03506-5 (9781107035065)
Copyright in bibliographic data and cover images is held by Nielsen Book Services Limited or by the publishers or by their respective licensors: all rights reserved.
Schweitzer Classification
Other editions
Additional editions
E-Book
07/2020
Cambridge University Press
€67.99
Available for download
Persons
David D. Pollard is a Professor Emeritus in Geology at Stanford University. He holds a Ph.D. in Geology from Stanford University and a Diploma of Imperial College (University of London). He has been on the faculty at Stanford since 1983, where he taught an undergraduate course in structural geology, from which this textbook emerged. He co-authored Fundamentals of Structural Geology, published by Cambridge University Press in 2005, which won the Best Publication of the Year Award from the Structural Geology and Tectonics Division of the Geological Society of America in 2007. He is a Fellow of the Geological Society of America and the American Geophysical Union.
Content
Contents; List of Boxes; Preface; 1. Scope of Structural Geology; 2. Mathematical Tools; 3. Physical Concepts; 4. Elastic-brittle Deformation; 5. Elastic-ductile Deformation; 6. Elastic-viscous Deformation; 7. Fractures; 8. Faults; 9. Folds; 10. Fabrics; 11. Intrusions; References; Index.