誤差理論與測量平差基礎(2019年武漢大學出版社出版的圖書)

誤差理論與測量平差基礎(2019年武漢大學出版社出版的圖書)

本詞條是多義詞,共7個義項
更多義項 ▼ 收起列表 ▲

《誤差理論與測量平差基礎》是2019年武漢大學出版社出版的圖書。

基本介紹

  • 書名:誤差理論與測量平差基礎
  • 作者:陶本藻
  • 出版社:武漢大學出版社
  • 出版時間:2019年
  • 開本:16 開
  • 裝幀:平裝
  • ISBN:9787307207080
內容簡介,圖書目錄,作者簡介,

內容簡介

This book belongs to the textbooks of the elementary courses in Surveying Engineering and Geospatial Information Science and Technology in general. It systematically explains the theory of errors in measurements, fundamental methods of surveying measurements after least-squares, and introduces the principle of modern surveying adjustment as well. The book intensifies and expands the knowledge of error theory, and extends its scope of application in order to adapt to the demands of modern measurement techniques. It is designed as a standard textbook of fundamental course for undergraduates in Surveying Engineering or Geospatial Information Science and Technology at large or a reference book for scientific and engineering professionals in the relevant disciplines.

圖書目錄

Chapter 1 Introduction
1-1 Observation Errors
1-2 Subjects of Study in Surveying Adjustment
1-3 Brief History and Development of Surveying Adjustment
1-4 Tasks and Contents of the Textbook
Chapter 2 Error Distribution and Accuracy Indexes
2-1 Numerical Characteristics of Random Variables
2-2 Normal Distribution
2-3 Characteristics of Random Errors
2-4 Accuracy Indexes
2-5 Accuracy, Trueness and Precision
2-6 Uncertainty of Measurement
Chapter 3 Error Propagation and Weights of Observations
3-1 Law of Covariance Propagation
3-2 Applications of Law of Covariance Propagation
3-3 Weights of Observations and Their Determination
3-4 Cofactor Matrix and Weight Matrix
3-5 Law of Cofactor Propagation
3-6 Estimation of Standard Deviation from True Errors and Their Applications
3-7 Propagation of Systematic Errors
Chapter 4 Mathematical Model of Surveying and Principle of Least-Squares
4-1 Overview of Surveying Adjustment
4-2 Functional Model
4-3 Linearization of Functional Models
4-4 Mathematical Model in Surveying Adjustment
4-5 Parameter Estimation and Principle of Least-Squares
Chapter 5 Conditional Adjustment
5-1 Principle of Conditional Adjustment Method
5-2 Condition Equations
5-3 Precision Evaluation
5-4 Summary of Basic Formulas and Example of Leveling Network Adjustment
5-5 Quality Control of Observations Using Conditions
……
Chapter 6 Conditional Adjustment with Parameters
Chapter 7 Adjustment of Indirect Observations
Chapter 8 Adjustment of Indirect Observations with Constraints
Chapter 9 Generalization of Functional Models in Least-Squares Adjustment
Chapter 10 Error Ellipse
Chapter 11 Statistic Hypothesis Testing of Least-Squares Adjustment
Chapter 12 Introduction to Modern Surveying Adjustment
Reference

作者簡介

王建國,副教授,博士研究生導師,現為加拿大約克大學拉桑德工學院地球和空間科學與工程系終身教職,主講《測量學》《測量平差》《大地測量基礎》《地球物理與大地測量》等課程。

相關詞條

熱門詞條

聯絡我們