Constructive Geometry 2026/27

Obsah

 

Lecturer

doc. Ing. Ivana Linkeová, Ph.D.

office room: KN:B-216

office hours (September 21 – December 18, 2026):

Thursday 15:00 – 16:30, room KN:B-216

Credit (assessment)

Subject is completed by the award of credit (assessment) and passing an examination. The award of credit (assessment) is conditioned by active participation in tutorials and obtaining at least 10 points from the short tests (see programme).

Examination

The examination (topics) has a written form, maximum of 100 points can be obtained. The grade is given by Study and Examination Rules for Students at CTU. The number of points from short tests exceeding 20 points is included in the examination.

Literature and study materials
  1. Linkeová, I.: Constructive Geometry, textbook, 3rd edition, 2021.
  2. Linkeová, I., Hlavová, M., Pajerová, N.: Constructive Geometry – Exercises: textbook, solutions
  3. Linkeová, I.: Constructive geometry – Collection of examples (older collection of examples for practice): examples, solutions
  4. Linkeová, I.: Review of quadratic surfaces
  5. Linkeová, I.: Kinematic geometry I – motions given by trajectories and envelopes
  6. Linkeová, I.: Kinematic geometry II – cyclic motions
  7. Isometric grid

Programme
Lectures Tutorials Short test (15 minutes, 5 points)
Th: 9:00 – 11:15
T4:C2-438		 Th: 17:45 – 19:15
T4:C2-438
1 24. 9. Planar analytic geometry 24. 9. Planar analytic geometry
2 1. 10. Geometry knowledge survey 1. 10. Basic constructions
3 8. 10. Methods of projection 8. 10. Technical isometry
4 15. 10. Technical isometry 15. 10. Spatial analytic geometry Technical isometry
5 22. 10. Spatial analytic geometry 22. 10. Kinematic geometry
6 29. 10. Kinematic geometry 29. 10. Kinematic geometry Analytic geometry
7 5. 11. Kinematic geometry 5. 11. Kinematic geometry
8 12. 11. Surfaces of revolution 12. 11. Surfaces of revolution Kinematic geometry
9 19. 11. Surfaces of revolution 19. 11. Surfaces of revolution
10 26. 11. Surfaces of revolution 26. 11. Helix Surfaces of revolution
11 3. 12. Helicoidal surfaces 3. 12. Helicoidal surfaces
12 10. 12. Helicoidal surfaces 10. 12. Developable surfaces Helicoidal surfaces
13 17. 12. Developable surfaces 17. 12. Pre-exam consultation