Kotulski / Szczepinski | Error Analysis with Applications in Engineering | Buch | 978-90-481-3569-1 | sack.de

Buch, Englisch, Band 169, 270 Seiten, Format (B × H): 167 mm x 243 mm, Gewicht: 1270 g

Reihe: Solid Mechanics and Its Applications

Kotulski / Szczepinski

Error Analysis with Applications in Engineering


2010. Auflage 2009
ISBN: 978-90-481-3569-1
Verlag: Springer

Buch, Englisch, Band 169, 270 Seiten, Format (B × H): 167 mm x 243 mm, Gewicht: 1270 g

Reihe: Solid Mechanics and Its Applications

ISBN: 978-90-481-3569-1
Verlag: Springer


Our intention in preparing this book was to present in as simple a manner as possible those branches of error analysis which ?nd direct applications in solving various problems in engineering practice. The main reason for writing this text was the lack of such an approach in existing books dealing with the error calculus. Most of books are devoted to mathematical statistics and to probability theory. The range of applications is usually limited to the problems of general statistics and to the analysis of errors in various measuring techniques. Much less attention is paid in these books to two-dimensional and three-dim- sional distributions, and almost no attention is given to problems connected with the two-dimensional and three-dimensional vectorial functions of independent random variables. The theory of such vectorial functions ?nds new applications connected, for example, with analysis of the positioning accuracy of various mechanisms, among them of robot manipulators and automatically controlled earth-moving and loading machines, such as excavators.

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Weitere Infos & Material


Basic Characteristics of Error Distribution; Histograms.- Random Variables and Probability; Normal Distribution.- Probability Distributions and Their Characterizations.- Functions of Independent Random Variables.- Two-dimensional Distributions.- Two-dimensional Functions of Independent Random Variables.- Three-dimensional Distributions.- Three-dimensional Functions of Independent Random Variables.- Problems Described by Implicit Equations.- Useful Definitions and Facts of Probability Theory for Further Reading.



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