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Course detail
FSI-5DT-AAcad. year: 2023/2024
The course “Dynamics” makes the students acquaint with basic axioms, laws and principles of theoretical and applied mechanics. Gradually students go over the following areas of dynamics: basic axioms, general dynamics of a particle, dynamics of a system of particles, dynamics of rigid bodies, moments and products of inertia of rigid bodies, dynamics of a system of rigid bodies (planar models), fundamentals of analytical dynamics (Lagrange’s Equations), linear vibration of systems (free, damped and forced vibrations with one degrees of freedom).
Language of instruction
Number of ECTS credits
Mode of study
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Offered to foreign students
Entry knowledge
Rules for evaluation and completion of the course
The course-unit credit is granted under the condition of active participation in seminars and passing the seminar tests of basic knowledge (at least 10 ECTS points out of 20 must be gained). The points gained in seminar tests are included in the final course evaluation.
Final examination: Written part of the examination plays a decisive role, where the maximum of 80 ECTS points can be reached. The first part of the examination is theoretical test which covers the topic discussed during whole seminars and lectures (maximum 40 ECTS points can be achieved). The second part is numeric solution of two practical problems form dynamics (maximum 40 ECTS points can be achieved).
Solution of several computational problems is demanded. The problems come from typical profile areas of given subject and supplied by a theoretical question, proof, etc. The lecturer will specify exact demands like the number and types problems during the semester preceding the examination.Final evaluation of the course is obtained as the sum of ECTS points gained in seminars and at the examination. To pass the course, at least 50 points must be reached.
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Prerequisites and corequisites
Basic literature
Recommended literature
Elearning
Classification of course in study plans
Lecture
Teacher / Lecturer
Syllabus
Dynamics of a mass point and system of mass points
Mass body(ies) geometry and dynamics of mass body and
Dynamics of system of mass bodies, multi-body systems applications
Introduction to analytical mechanics
Single degree of freedom system oscilations
Oscillation of dynamic systems with N DOF
Exercise
Motion equations of a mass point
Motion equations of a system of maspoints
Dynamics of system of mass bodies
Methods of solving a movement of system of mass bodies (Newton's method, Lagrange’s equation of motion, etc.)
Excited oscillation of system with one degree of freedom
Computer-assisted exercise