Spacial combined bending-gyratory vibration equations of motion

@inproceedings{55322,
   author = {Hrubý, Petr and Náhlík, Tomáš and Smetanová, Dana},
   address = {ČR},
   booktitle = {Mathematics, Information Technologies and Applied Sciences 2018},
   edition = {Mathematics, Information Tec},
   editor = {Jaromír Baštinec and Miroslav Hrubý},
   keywords = {one-dimensional continuum; equation of motion; D’Alembert principle; combined gyratory vibration},
   howpublished = {elektronická verze "online"},
   language = {eng},
   location = {ČR},
   isbn = {978-80-7582-065-5},
   pages = {64-69},
   publisher = {University of Defence, Brno},
   title = {Spacial combined bending-gyratory vibration equations of motion},
   year = {2018}
}

TY  - JOUR
ID  - 55322
AU  - Hrubý, Petr - Náhlík, Tomáš - Smetanová, Dana
PY  - 2018
TI  - Spacial combined bending-gyratory vibration equations of motion
PB  - University of Defence, Brno
CY  - ČR
SN  - 9788075820655
KW  - one-dimensional continuum
KW  - equation of motion
KW  - D’Alembert principle
KW  - combined gyratory vibration
N2  - The paper deals with the construction of the equation of motion of a section of a one-dimensional linear continuum in the state of spatial combined bending-rotational oscillation. The basic decomposition of the general spatial motion of a rigid body in the center of gravity is used to define the state of the continuum element. General spatial motion is replaced by displacement and relative spherical motion. The transverse oscillation of the continuum in the field of centrifugal forces mediates the dependence of the angular velocity on the rotation of the system.
ER  - 

HRUBÝ, Petr, Tomáš NÁHLÍK and Dana SMETANOVÁ. Spacial combined bending-gyratory vibration equations of motion. In Jaromír Baštinec and Miroslav Hrubý. \textit{Mathematics, Information Technologies and Applied Sciences 2018}. Mathematics, Information Tec. ČR: University of Defence, Brno. p.~64-69. ISBN~978-80-7582-065-5. 2018.