Development of infinite elements for simulation of unbounded media

Based on the elastic theory assumptions, an infinite element boundary which is frequency independent is derived. The infinite element development is based on mapping functions and viscous layer for damping propagating waves. In numerical modelling the general finite element software ANSYS using its...

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Main Authors: Edip Kemal, Sheshov Vlatko, Bojadjieva Julijana, Demir Aydin, Ozturk Hakan
Format: Article
Language:English
Published: Society for Materials and Structures testing of Serbia 2018-01-01
Series:Građevinski Materijali i Konstrukcije
Subjects:
Online Access:https://scindeks-clanci.ceon.rs/data/pdf/2217-8139/2018/2217-81391803003E.pdf
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spelling doaj-f337ce0354c64e1c8e8406c98b4148102020-11-25T02:39:31ZengSociety for Materials and Structures testing of SerbiaGrađevinski Materijali i Konstrukcije2217-81392335-02292018-01-016133132217-81391803003EDevelopment of infinite elements for simulation of unbounded mediaEdip Kemal0Sheshov Vlatko1Bojadjieva Julijana2Demir Aydin3Ozturk Hakan4University 'Ss. Cyril and Methodius', Institute of Earthquake Engineering and Engineering Seismology (IZIIS), Skopje, MacedoniaUniversity 'Ss. Cyril and Methodius', Institute of Earthquake Engineering and Engineering Seismology (IZIIS), Skopje, MacedoniaUniversity 'Ss. Cyril and Methodius', Institute of Earthquake Engineering and Engineering Seismology (IZIIS), Skopje, MacedoniaSakarya University, Faculty of Engineering, Department of civil engineering, Sakarya, TurkeySakarya University, Faculty of Engineering, Department of civil engineering, Sakarya, TurkeyBased on the elastic theory assumptions, an infinite element boundary which is frequency independent is derived. The infinite element development is based on mapping functions and viscous layer for damping propagating waves. In numerical modelling the general finite element software ANSYS using its User Programmable Features (UPF) is used. Related comparisons are done with PLAXIS and ABAQUS software. In simulation of propagating waves, the numerical approach is done considering several one-dimensional and two-dimensional wave propagation.https://scindeks-clanci.ceon.rs/data/pdf/2217-8139/2018/2217-81391803003E.pdfInfinite elementsnumerical analysiswave propagation
collection DOAJ
language English
format Article
sources DOAJ
author Edip Kemal
Sheshov Vlatko
Bojadjieva Julijana
Demir Aydin
Ozturk Hakan
spellingShingle Edip Kemal
Sheshov Vlatko
Bojadjieva Julijana
Demir Aydin
Ozturk Hakan
Development of infinite elements for simulation of unbounded media
Građevinski Materijali i Konstrukcije
Infinite elements
numerical analysis
wave propagation
author_facet Edip Kemal
Sheshov Vlatko
Bojadjieva Julijana
Demir Aydin
Ozturk Hakan
author_sort Edip Kemal
title Development of infinite elements for simulation of unbounded media
title_short Development of infinite elements for simulation of unbounded media
title_full Development of infinite elements for simulation of unbounded media
title_fullStr Development of infinite elements for simulation of unbounded media
title_full_unstemmed Development of infinite elements for simulation of unbounded media
title_sort development of infinite elements for simulation of unbounded media
publisher Society for Materials and Structures testing of Serbia
series Građevinski Materijali i Konstrukcije
issn 2217-8139
2335-0229
publishDate 2018-01-01
description Based on the elastic theory assumptions, an infinite element boundary which is frequency independent is derived. The infinite element development is based on mapping functions and viscous layer for damping propagating waves. In numerical modelling the general finite element software ANSYS using its User Programmable Features (UPF) is used. Related comparisons are done with PLAXIS and ABAQUS software. In simulation of propagating waves, the numerical approach is done considering several one-dimensional and two-dimensional wave propagation.
topic Infinite elements
numerical analysis
wave propagation
url https://scindeks-clanci.ceon.rs/data/pdf/2217-8139/2018/2217-81391803003E.pdf
work_keys_str_mv AT edipkemal developmentofinfiniteelementsforsimulationofunboundedmedia
AT sheshovvlatko developmentofinfiniteelementsforsimulationofunboundedmedia
AT bojadjievajulijana developmentofinfiniteelementsforsimulationofunboundedmedia
AT demiraydin developmentofinfiniteelementsforsimulationofunboundedmedia
AT ozturkhakan developmentofinfiniteelementsforsimulationofunboundedmedia
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