Summer Semester 2009/10
Summer Semester 2010/11
Summer Semester 2011/12
Technical Mechanics II MBMN02010A
Course content:
Lectures
Axioms, problems of dynamics
Oscillations
Kinetics of a particle
Masses geometry
Concepts of momentum and angular momentum
Mathematical pendulum
Principles of energy conservation, work and kinetic energy equivalence
d'Alambert principle
The dynamics of a rigid body
Impact
Classes
Kinetics of a particle
Oscillations
Concepts of momentum and angular momentum
Work, power, mechanical energy conservation
d'Alembert principle.Reactions of a rotating rigid body.
Laboratory
Determination of the moment of inertia
Application of momentum conservation principle
Regular precession of gyroscope
Determination of the restitution factor
Determination of the dynamic amplification factor for a beam deflection
Learning outcomes:Theoretical knowledge,practical habits in modeling of the mechanical phenomena and engineering structures using concepts of a particle, a system of particles, equations of a rigid body dynamics
(in Polish) Rodzaj przedmiotu
Course coordinators
Bibliography
a) basic references
1.Leyko J. (1980), Mechanika ogólna, t. I i II., PWN, Warszawa.
2.Misiak J.: (1989, 1998). Mechanika ogólna, t. I i II. WNT, Warszawa
3.Jakowluk A. (red.). (1993). Mechanika teoretyczna i podstawy teorii mechanizmów i robotów t. I i II. Wyd. PB, Białystok
4.Misiak J.: (1992, 1999) Zadania z mechaniki ogólnej, cz. I, II, III. WNT, Warszawa
5.Czech M., Jakowluk A., Kobyłko J. (1985, 1987). Mechanika techniczna w przykładach i zadaniach t. I i II. Wyd. PB, Białystok
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b) supplementary references
.Nizioł J. (1983). Metodyka rozwiązywania zadań z mechaniki, PWN, Warszawa,
2.Mieczerski J. (1971). Zbiór zadań z mechaniki, PWN, Warszawa.
3.Leyko J, Szmelter J. (1980). Zbiór zadań z mechaniki, PWN, Warszawa.
4.Romberg O., Hinrichs N. (2006). Don’t Panic with Mechanics! Vieweg (GWV).
5.Roberts A. P. (2003). Statics and Dynamics with Background Mathematics, Cambridge University Press, Cambridge.: