Measurement Data Modeling and Parameter Estimation integrates
mathematical theory with engineering practice in the field of
measurement data processing. Presenting the first-hand insights and
experiences of the authors and their research group, it summarizes
cutting-edge research to facilitate the application of mathematical
theory in measurement and control engineering, particularly for
those interested in aeronautics, astronautics, instrumentation, and
economics.
Requiring a basic knowledge of linear algebra, computing, and
probability and statistics, the book illustrates key lessons with
tables, examples, and exercises. It emphasizes the mathematical
processing methods of measurement data and avoids the derivation
procedures of specific formulas to help readers grasp key points
quickly and easily. Employing the theories and methods of parameter
estimation as the fundamental analysis tool, this reference:
- Introduces the basic concepts of measurements and errors
- Applies ideas from mathematical branches, such as numerical
analysis and statistics, to the modeling and processing of
measurement data
- Examines methods of regression analysis that are closely
related to the mathematical processing of dynamic measurement
data
- Covers Kalman filtering with colored noises and its
applications
Converting time series models into problems of parameter
estimation, the authors discuss modeling methods for the true
signals to be estimated as well as systematic errors. They provide
comprehensive coverage that includes model establishment, parameter
estimation, abnormal data detection, hypothesis tests, systematic
errors, trajectory parameters, and modeling of radar measurement
data. Although the book is based on the authors research and
teaching experience in aeronautics and astronautics data
processing, the theories and methods introduced are applicable to
processing dynamic measurement data across a wide range of
fields.
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