Course Details

Analysis of Measuring Data

Academic Year 2023/24

DEB054 course is part of 4 study plans

DPC-GK Winter Semester 1st year

DPA-GK Winter Semester 1st year

DKC-GK Winter Semester 1st year

DKA-GK Winter Semester 1st year

Planning of experimentsMultidimensional quantities and their characteristics. Accuracy measures and their meaning. Testing and analysis of measurement results and values entering the adjustment process. Physical and mathematical correlation. Partial and multi-dimensional correlation. Matrix of correlation coefficients, covariance matrix. Systematical errors. Laws of error propagation. Errors of composite functions. Analysis of error limits. Adjustment of correlated measurements. Block adjustment. Collocation. Kalman filter. Robust adjustment methods. Analysis of covariance and weight matrixes. Planning of experiments, optimization methods. Design of methodology and technology for complex accuracy evaluation in doctor thesis.

Course Guarantor

Institute

Syllabus

1. Multidimensional quantities. Accuracy measures.
2. Testing and analysis of measurements results. Physical and mathematical correlation. Testing of inputs of adjustment process.
3. Systematical errors. Laws of error propagation. Errors of composite functions.
4. Matrix of correlation coefficients, covariance matrix. Adjustment of correlated measurements. Block adjustment.
5. Collocation. Kalman filter. Robust adjustment. Analysis of covariance and weight matrixes.
6. Planning of experiments. Optimization methods.

Prerequisites

Methods of mathematical and statistical analysis. Fundamentals of data analysis and adjustment.

Language of instruction

Czech

Credits

8 credits

Semester

winter

Forms and criteria of assessment

examination

Specification of controlled instruction, the form of instruction, and the form of compensation of the absences

Extent and forms are specified by guarantor’s regulation updated for every academic year.

Offered to foreign students

Not to offer

Course on BUT site

Lecture

13 weeks, 3 hours/week, elective

Syllabus

1. Multidimensional quantities. Accuracy measures. 2. Testing and analysis of measurements results. Physical and mathematical correlation. Testing of inputs of adjustment process. 3. Systematical errors. Laws of error propagation. Errors of composite functions. 4. Matrix of correlation coefficients, covariance matrix. Adjustment of correlated measurements. Block adjustment. 5. Collocation. Kalman filter. Robust adjustment. Analysis of covariance and weight matrixes. 6. Planning of experiments. Optimization methods.