Course Details
Geodesy 3
Academic Year 2025/26
BEA010 course is part of 1 study plan
BPC-GK Winter Semester 2nd year
Course Guarantor
Institute
Language of instruction
Czech
Credits
5 credits
Semester
winter
Forms and criteria of assessment
course-unit credit and examination
Offered to foreign students
Not to offer
Course on BUT site
Lecture
13 weeks, 2 hours/week, elective
Syllabus
- 1. Trigonometric leveling. Geometrical leveling (presice leveling, very precise leveling).
- 2. Two-dimensional conformal transformation. Calculation of transformation parameters by LSQ adjustment.
- 3. Helmert's, affine and projective transformations. Correction transformed coordinates weighted average method.
- 4. Three-dimensional conformal transformation. Rotating matrices. Calculation of transformation parameters by LSQ adjustment.
- 5. Basics of GNSS – GPS, GLONAS and more.
- 6. GNSS signals, navigation message correction measurements.
- 7. Equation of the code and phase measurements. Solution of the autonomous positioning.
- 8. Differential and linear combinations of code and phase measurements – principles and purpose.
- 9. Differential GNSS systems, GNSS Applications.
- 10. Selected methods of orientation – gyro measurements. Conversion of azimuth into bearing.
- 11. Selected methods of directional orientation – magnetic measurements.
- 12. Finding the points with known coordinates in terrain.
- 13. Further development of technologies in geodesy.
Exercise
13 weeks, 2 hours/week, compulsory
Syllabus
- 1. Trigonometric leveling 1.
- 2. Trigonometric leveling 2.
- 3. The calculation parameters conformal and Helmert transformation LSQ adjustment.
- 4. The calculation parameters conformal and Helmert transformation LSQ adjustment.
- 5. Equipment for GNSS.
- 6. Static, rapid static and stop and go method of GPS measuring 1.
- 7. Static, rapid static and stop and go method of GPS measuring 2.
- 8. Processing static and stop and go measurements – 1.
- 9. Processing static and stop and go measurements – 2.
- 10. Real-time measurement.
- 11. Gyroscophics azimuth.
- 12. Finding the lost points with known coordinates.
- 13. Credit.