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@inproceedings{34803, author = {Hrubý, Petr and Židková, Pavla}, address = {London}, booktitle = {CER Comparative European Research 2016}, editor = {Michael McGreevy, Robert Rita}, keywords = {vibration; bending; gyratory; motional; equation; propeller; shaft}, howpublished = {tištěná verze "print"}, language = {eng}, location = {London}, isbn = {978-0-9935191-3-0}, pages = {120-125}, publisher = {Sciemcee Publishing}, title = {MATHEMATICAL MODEL OF ONE-DIMENSIONAL CONTINUUM IN STATE OF COMBINED BENDING-GYRATORY VIBRATION}, year = {2016} }
TY - JOUR ID - 34803 AU - Hrubý, Petr - Židková, Pavla PY - 2016 TI - MATHEMATICAL MODEL OF ONE-DIMENSIONAL CONTINUUM IN STATE OF COMBINED BENDING-GYRATORY VIBRATION PB - Sciemcee Publishing CY - London SN - 9780993519130 KW - vibration KW - bending KW - gyratory KW - motional KW - equation KW - propeller KW - shaft N2 - The basic building element of propeller shafts dynamic models is an one-dimensional continuum. Formulating of the mathematical model is based on the assumption of formation of combined bending and gyratory vibration while the one-dimensional continuum making relative transverse vibrations in rotating space. This assumption is accepted for the reason that propeller shaft is loaded during operation by harmonic and dynamic and excitation and bending moments whose vectors being perpendicular to the plane of the joint fork and rotating together with the shaft. The continuum element makes general spatial movement consisting of rotating and relative spherical motion. Taking into account fhe dynamic and elastic force effects conditions and using Euler-Bernoulli deflection line equation and Schwedler theorem, the continuum equation of motion for a complex variable in a general cut being derived. ER -
HRUBÝ, Petr a Pavla ŽIDKOVÁ. MATHEMATICAL MODEL OF ONE-DIMENSIONAL CONTINUUM IN STATE OF COMBINED BENDING-GYRATORY VIBRATION. In Michael McGreevy, Robert Rita. \textit{CER Comparative European Research 2016}. London: Sciemcee Publishing, 2016, s.~120-125. ISBN~978-0-9935191-3-0.
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