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Principles of Geospatial Surveying (Hardcover): Arthur L. Allan Principles of Geospatial Surveying (Hardcover)
Arthur L. Allan
R1,905 Discovery Miles 19 050 Ships in 12 - 19 working days

This important new book replaces the author's highly successful "Practical Surveying and Computations" and has been completely recast to accord with modern practices of geospatial surveying. Although much has changed in the profession of geospatial surveying, the same basic geometrical principles still apply - as does the need for instrumental calibration, its proper application, the suitable analysis of data and the presentation of results to users. Although the hands-on nature of day-to-day work has almost disappeared, to be replaced by rapid turnkey systems of amazing sophistication, the geospatial surveyor still has to plan and organise the work and above all remains responsible to the client for its outcome, and must be able to defend the work if necessary. Since most practical work is carried out by prescribed systems and processed by software packages, the book concentrates on those essential principles which the user needs to know, if the results are to be verified and assessed with understanding and wisdom.The text outlines the fundamentals of geospatial surveying including relevant worked examples that make liberal use of Excel spreadsheets and appropriate software packages. The mathematical treatment relates directly to those topics found in the author's successful textbook, "Maths for Map Makers".

Maths for Map Makers (Paperback, Revised edition): Arthur L. Allan Maths for Map Makers (Paperback, Revised edition)
Arthur L. Allan
R1,340 Discovery Miles 13 400 Ships in 12 - 19 working days

This volume is designed to assist anyone with the mathematics involved in map making. It starts from an elementary standpoint and progresses to give the student a sufficient level of understanding to cope with most topics encountered by the map maker, including those of elementary surveying. The material is in two carefully cross-referenced parts. Mathematical topics and concepts are presented in the first part, enabling the relevance of each topic to be made clear, while the second part contains a glossary and formulae summaries with several appendices.

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