Sophisticated finite strip for vibration analysis of a rotating cylindrical shell

In this article a two-node finite strip with eight degrees of freedom for free vibration analysis of pre-stressed rotating cylindrical shells is formulated. The circumferential mode shape profiles are described exactly using trigonometric functions. The axial mode shape profiles are approximated by...

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Main Authors: Senjanović Ivo, Ćatipović Ivan, Alujević Neven, Vladimir Nikola, Čakmak Damjan
Format: Article
Language:English
Published: EDP Sciences 2018-01-01
Series:MATEC Web of Conferences
Online Access:https://doi.org/10.1051/matecconf/201814807001
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author Senjanović Ivo
Ćatipović Ivan
Alujević Neven
Vladimir Nikola
Čakmak Damjan
author_facet Senjanović Ivo
Ćatipović Ivan
Alujević Neven
Vladimir Nikola
Čakmak Damjan
author_sort Senjanović Ivo
collection DOAJ
description In this article a two-node finite strip with eight degrees of freedom for free vibration analysis of pre-stressed rotating cylindrical shells is formulated. The circumferential mode shape profiles are described exactly using trigonometric functions. The axial mode shape profiles are approximated by bar and beam shape functions for membrane and bending displacements, respectively. In this way a semi-analytical formulation is facilitated so that the discretization is required only in the axial direction. The developed finite strip is validated by comparisons with analytical results. An excellent agreement is observed both for stationary and rotating shells.
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spelling doaj.art-4e3309fc19ad45d6b6347ecd99011a0a2022-12-21T18:10:07ZengEDP SciencesMATEC Web of Conferences2261-236X2018-01-011480700110.1051/matecconf/201814807001matecconf_icoev2018_07001Sophisticated finite strip for vibration analysis of a rotating cylindrical shellSenjanović IvoĆatipović IvanAlujević NevenVladimir NikolaČakmak DamjanIn this article a two-node finite strip with eight degrees of freedom for free vibration analysis of pre-stressed rotating cylindrical shells is formulated. The circumferential mode shape profiles are described exactly using trigonometric functions. The axial mode shape profiles are approximated by bar and beam shape functions for membrane and bending displacements, respectively. In this way a semi-analytical formulation is facilitated so that the discretization is required only in the axial direction. The developed finite strip is validated by comparisons with analytical results. An excellent agreement is observed both for stationary and rotating shells.https://doi.org/10.1051/matecconf/201814807001
spellingShingle Senjanović Ivo
Ćatipović Ivan
Alujević Neven
Vladimir Nikola
Čakmak Damjan
Sophisticated finite strip for vibration analysis of a rotating cylindrical shell
MATEC Web of Conferences
title Sophisticated finite strip for vibration analysis of a rotating cylindrical shell
title_full Sophisticated finite strip for vibration analysis of a rotating cylindrical shell
title_fullStr Sophisticated finite strip for vibration analysis of a rotating cylindrical shell
title_full_unstemmed Sophisticated finite strip for vibration analysis of a rotating cylindrical shell
title_short Sophisticated finite strip for vibration analysis of a rotating cylindrical shell
title_sort sophisticated finite strip for vibration analysis of a rotating cylindrical shell
url https://doi.org/10.1051/matecconf/201814807001
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AT alujevicneven sophisticatedfinitestripforvibrationanalysisofarotatingcylindricalshell
AT vladimirnikola sophisticatedfinitestripforvibrationanalysisofarotatingcylindricalshell
AT cakmakdamjan sophisticatedfinitestripforvibrationanalysisofarotatingcylindricalshell