Course Details

Constructive Geometry

Academic Year 2024/25

BAA013 course is part of 5 study plans

BPC-SI / VS Summer Semester 1st year

BPC-MI Summer Semester 1st year

BPC-EVB Summer Semester 1st year

BKC-SI Summer Semester 1st year

BPA-SI Summer Semester 1st year

Course Guarantor

Institute

Language of instruction

Czech, English

Credits

5 credits

Semester

summer

Forms and criteria of assessment

course-unit credit and examination

Offered to foreign students

To offer to students of all faculties

Course on BUT site

Lecture

13 weeks, 2 hours/week, elective

Syllabus

1. Introduction - principles of parallel and central projection. Perspective collineation and affinity-basic properties. 2. System of basic problems, examples. Monge`s projection. 3. Monge`s projection. 4. Monge`s projection. Coted projection. 5. Coted projection. 6. Orthogonal axonometry. 7. Orthogonal axonometry. Basic parts of central projection. 8. Linear perspective. 9. Linear perspective. 10. Linear perspective. Topographic surfaces. 11. Topographic surfaces. 12. Theoretical solution of the roofs. 13. Theoretical solution of the roofs.

Exercise

13 weeks, 2 hours/week, compulsory

Syllabus

1. Focus properties of conic sections of an ellipse. Construction of an ellipse on the basis of affinity – Rytz´s and trammel construction. 2. Perspective collineation, perspective affinity. Curve affine to the circle. 3. Monge`s projection. Basic problems. 4. Monge`s projection. 5. Monge`s projection. Coted projection. 6. Test. Orthogonal axonometry. 7. Orthogonal axonometry. 8. Linear perspective. 9. Linear perspective. 10. Test. Linear perspective. 11. Topographic surfaces. 12. Topographic surfaces. Theoretical solution of the roofs. 13. Theoretical solution of the roofs. Credits.