Faculty of Technical Sciences

Subject: Mechanics 2 (17.M107)

Native organizations units: Chair of Technical Mechanics
General information:
 
Category Theoretical-methodological
Scientific or art field Mechanics
Interdisciplinary Yes
ECTS 5
Educational goal:

To develop abstract thinking and acquire basic knowledge in the field of Kinematics as the fundamental subject necessary for studying geometry of motion.

Educational outcome:

Acquired knowledge necessary for the future mechanical engineer.

Course content:

1. Time, space, objects and motion in kinematics. 2. Vector of point position. Trajectory and line of point direction. 3. Mean velocity and point acceleration. Momentary speed and point acceleration. 4. Hodographs of the point speed and acceleration. 5. Speed and point acceleration in Cartesian, polar, natural coordinates. 7. Point movements along the circle. 8. Translatory motion of a rigid body. 9. Circulation of body around a fixed axis. 10. Uniform and evenly changeable rotation of a rigid body around an axis. 11. Complex translatory movement. 12. Rotation of body around two axes which are intersected. 13. Motion of a body in the same direction around two parallel axes. 14. Motion in the opposite direction along two parallel axes. 15. Angle speed. 16. Intersection of angle speeds. 17. Complex body movement. 18. Plain motion of a rigid body. 19. Connection of point speeds in plain motion. 20. Independence of angle speed in a plain motion from the pole selection. 21. Theorem on speed projections of two points in plain motion. 22. Temporary speed pole of the plain motion. 23. Centroids. 24. Relationship of acceleration of body points in plain motion. 25. Momentary pole of acceleration in a plain motion. 26. Spherical motion of a rigid body. Number of degrees-of-freedom. 27. D`Alamber-Euler`s theorem. 28. Euler`s numbers. 29. Angle speed and angle acceleration of a body in spherical movement. 30. Speed and acceleration of the body points in spherical motion. 31. Axioms. 32. Free body motion. 33. Speed and acceleration of body points in free movement. 34. Complex point movement. 35. Speed and acceleration of a point in complex movement.

Teaching methods:

Lectures and practical classes.

Literature:
Authors Title Year Publisher Language
Pikey, Walter D. Modern Formulas for Statics and Dinamics 1978 McGraw-Hill Book Company English
Đukić, Đ., Cvetićanin, L. Kinematika 2005 Fakultet tehničkih nauka, Novi Sad Serbian language
Hibbeler, Russell C Engineering Mechanics 2016 Pearson Education English
Maretić, R. Kinematika : zbirka zadataka 2001 Fakultet tehničkih nauka, Novi Sad Serbian language
Knowledge evaluation:
Course activity Pre-examination Obligations Number of points
Coloquium exam No Yes 40.00
Oral part of the exam No Yes 15.00
Exercise attendance Yes Yes 15.00
Written part of the exam - tasks and theory No Yes 15.00
Lecture attendance Yes Yes 15.00
Lecturers:

Asistent Balać Sonja

Assistant - Master

Practical classes
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prof. dr Zuković Miodrag

Full Professor

Lectures
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prof. dr Kovačić Ivana

Full Professor

Lectures
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prof. dr Kovačić Ivana

Full Professor

Practical classes

Faculty of Technical Sciences

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Contact:

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Phone:  (+381) 21 450 810
(+381) 21 6350 413

Fax : (+381) 21 458 133
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© 2024. Faculty of Technical Sciences.