Dynamic behavior of a clamped circular plate and strain energy representation (part II)

The paper presents the strain energy of the circular plate clamped all around through a relation obtained analytically and the graphic representation of the modal shapes and the maximum normalized strain energy along the x axis. Depending on the number of nodal circles s and the nodal diameters n, t...

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Main Authors: Ionela HAREA, Zeno-Iosif PRAISACH, Gilbert-Rainer GILLICH, Cristian TUFIȘI
Format: Article
Language:English
Published: Cluj University Press 2023-11-01
Series:Studia Universitatis Babeş-Bolyai. Engineering
Subjects:
Online Access:http://193.231.18.162/index.php/subbengineering/article/view/6643
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author Ionela HAREA
Zeno-Iosif PRAISACH
Gilbert-Rainer GILLICH
Cristian TUFIȘI
author_facet Ionela HAREA
Zeno-Iosif PRAISACH
Gilbert-Rainer GILLICH
Cristian TUFIȘI
author_sort Ionela HAREA
collection DOAJ
description The paper presents the strain energy of the circular plate clamped all around through a relation obtained analytically and the graphic representation of the modal shapes and the maximum normalized strain energy along the x axis. Depending on the number of nodal circles s and the nodal diameters n, the maximum strain energy can be both in the center of the circular plate clamped all around, as well as the first ventral points from the center of the circular plate towards the outside of the plate.
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spelling doaj.art-34608cf81112404a8d5674701e6596822024-01-05T09:40:13ZengCluj University PressStudia Universitatis Babeş-Bolyai. Engineering2734-76802023-11-0168110.24193/subbeng.2023.1.7Dynamic behavior of a clamped circular plate and strain energy representation (part II)Ionela HAREA0Zeno-Iosif PRAISACH1Gilbert-Rainer GILLICH2Cristian TUFIȘI3Doctoral School of Engineering, Babeș-Bolyai University, Cluj-Napoca, Romania, Faculty of Engineering, Piaţa Traian Vuia, nr. 1-4, 320085, Reşiţa, Romania ionela.harea@ubbcluj.roDepartment of Engineering Science, Babeș-Bolyai University. Cluj-Napoca, Romania, Faculty of Engineering, Piaţa Traian Vuia, nr. 1-4, 320085, Reşiţa, Romania zeno.praisach@ubbcluj.roDepartment of Engineering Science, Babeș-Bolyai University. Cluj-Napoca, Romania, Faculty of Engineering, Piaţa Traian Vuia, nr. 1-4, 320085, Reşiţa, Romania gilbert.gillich@ubbcluj.roDepartment of Engineering Science, Babeș-Bolyai University. Cluj-Napoca, Romania, Faculty of Engineering, Piaţa Traian Vuia, nr. 1-4, 320085, Reşiţa, Romania cristian.tufisi@ubbcluj.roThe paper presents the strain energy of the circular plate clamped all around through a relation obtained analytically and the graphic representation of the modal shapes and the maximum normalized strain energy along the x axis. Depending on the number of nodal circles s and the nodal diameters n, the maximum strain energy can be both in the center of the circular plate clamped all around, as well as the first ventral points from the center of the circular plate towards the outside of the plate.http://193.231.18.162/index.php/subbengineering/article/view/6643circular plate, Bessel functions, strain energy
spellingShingle Ionela HAREA
Zeno-Iosif PRAISACH
Gilbert-Rainer GILLICH
Cristian TUFIȘI
Dynamic behavior of a clamped circular plate and strain energy representation (part II)
Studia Universitatis Babeş-Bolyai. Engineering
circular plate, Bessel functions, strain energy
title Dynamic behavior of a clamped circular plate and strain energy representation (part II)
title_full Dynamic behavior of a clamped circular plate and strain energy representation (part II)
title_fullStr Dynamic behavior of a clamped circular plate and strain energy representation (part II)
title_full_unstemmed Dynamic behavior of a clamped circular plate and strain energy representation (part II)
title_short Dynamic behavior of a clamped circular plate and strain energy representation (part II)
title_sort dynamic behavior of a clamped circular plate and strain energy representation part ii
topic circular plate, Bessel functions, strain energy
url http://193.231.18.162/index.php/subbengineering/article/view/6643
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AT zenoiosifpraisach dynamicbehaviorofaclampedcircularplateandstrainenergyrepresentationpartii
AT gilbertrainergillich dynamicbehaviorofaclampedcircularplateandstrainenergyrepresentationpartii
AT cristiantufisi dynamicbehaviorofaclampedcircularplateandstrainenergyrepresentationpartii