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Subject 'Engineering Graphics I'

Name in Estonian: Insenerigraafika I

Year:   2018/2019    2019/2020    2020/2021    2021/2022    2022/2023    

State codeRKE125
Study languageEstonian
ChairKeskused - reaal
Credit points 3 ECTS
Grading method Prelim

General description

Rules for making drawings.
Geometrical drawing: smooth connections, division of an angle and a circle, French curves.
Projective drawing: central and parallel projection, double and triple view of an object.
Axonometry and its types.
Elementary geometric solids , their projections and development.
Intersection of solids, projections and developments of crossed solids.
Developments of solids of rotation.

General aim

The aim of the course is:
- to give knowledge of making and reading technical drawings;
- to train the ability and skills of making and reading drawings through practical activities.

Aim

After completing the course students:
- can make drawings and are familiar with depicting techniques;
- can draw projections of different solids, their axonometric images, are able to design developments and sections of bodies;
- can apply different depicting techniques in making drawings.

Form description

Lectures, practical sessions, independent work, a classroom test, preliminary examination.

Literature

1. J. Särak 2008. Kujutav geomeetria. Õppematerjal. Tln, Tallinna Tehnikakõrgkool.*
2. Technical drawings. Vol. I Technical drawings in general. ISO Standards Handbook, 4th ed. 2002. Geneve: International Organization for Standardization.
3. Scientific Proceedings of the 13-th International Conference on Engineering Grafiks BALTGRAF 2015. Vilnius Technical Univercity 2015

Evaluation methods

Checking of exercise sheets and graphic tasks, tests, tests for self-examination, classroom tests, preliminary examination.

Name of the e-learning course at Moodle environment (http://ekool.tktk.ee)

Kujutav geomeetria ja Insenerigraafika - õppejõud Olga Ovtšarenko

Is taught in following curricula

2020: RR  TD  TD  TD  
2019: RR  TD  TD  TD  
2018: RR  TD  TD  
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