A mathematical model for the behavior of laminated uniformly curved glass beams

Laminated curved glasses as widely used elements in buildings urge to develop a mathematical model for their analysis and safer design. Large deflection theory is necessary in order to predict the true behavior of a laminated curved glass beam consisting of several glass layers bonded by soft interlayer PVB (PolyVinyl Butyral). In the present study, a mathematical model is developed for the analysis of a laminated circular arch or a laminated uniformly curved glass beam which is the special case of the laminated curved glass beams. Thus, three nonlinear, coupled partial differential equations governing the true behavior are derived in polar coordinates by applying variational and energy principles. Results of this model are compared with the results from the experiments and finite element model, and all of them are presented in figures to explain the true behavior. © 2013 Elsevier Ltd.

Dergi Adı Composites Part B: Engineering
Dergi Cilt Bilgisi 58
Sayfalar 593 - 604
Yayın Yılı 2014
Eser Adı
[dc.title]
A mathematical model for the behavior of laminated uniformly curved glass beams
Yazar
[dc.contributor.author]
Aşik M.Z.
Yazar
[dc.contributor.author]
Dural E.
Yazar
[dc.contributor.author]
Yetmez M.
Yazar
[dc.contributor.author]
Uzhan T.
Yayın Yılı
[dc.date.issued]
2014
Yayın Türü
[dc.type]
article
Özet
[dc.description.abstract]
Laminated curved glasses as widely used elements in buildings urge to develop a mathematical model for their analysis and safer design. Large deflection theory is necessary in order to predict the true behavior of a laminated curved glass beam consisting of several glass layers bonded by soft interlayer PVB (PolyVinyl Butyral). In the present study, a mathematical model is developed for the analysis of a laminated circular arch or a laminated uniformly curved glass beam which is the special case of the laminated curved glass beams. Thus, three nonlinear, coupled partial differential equations governing the true behavior are derived in polar coordinates by applying variational and energy principles. Results of this model are compared with the results from the experiments and finite element model, and all of them are presented in figures to explain the true behavior. © 2013 Elsevier Ltd.
Kayıt Giriş Tarihi
[dc.date.accessioned]
2019-12-23
Açık Erişim Tarihi
[dc.date.available]
2019-12-23
Yayın Dili
[dc.language.iso]
eng
Konu Başlıkları
[dc.subject]
A. Glasses
Konu Başlıkları
[dc.subject]
B. Strength
Konu Başlıkları
[dc.subject]
C. Computational modelling
Konu Başlıkları
[dc.subject]
D. Mechanical testing
Konu Başlıkları
[dc.subject]
Laminated glass
Haklar
[dc.rights]
info:eu-repo/semantics/closedAccess
ISSN
[dc.identifier.issn]
1359-8368
İlk Sayfa Sayısı
[dc.identifier.startpage]
593
Son Sayfa Sayısı
[dc.identifier.endpage]
604
Dergi Adı
[dc.relation.journal]
Composites Part B: Engineering
Dergi Cilt Bilgisi
[dc.identifier.volume]
58
Tek Biçim Adres
[dc.identifier.uri]
https://dx.doi.org/10.1016/j.compositesb.2013.11.004
Tek Biçim Adres
[dc.identifier.uri]
https://hdl.handle.net/20.500.12628/3947
Görüntülenme Sayısı ( Şehir )
Görüntülenme Sayısı ( Ülke )
Görüntülenme Sayısı ( Zaman Dağılımı )
Görüntülenme
7
09.12.2022 tarihinden bu yana
İndirme
1
09.12.2022 tarihinden bu yana
Son Erişim Tarihi
13 Aralık 2023 12:32
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Tıklayınız
laminated curved behavior analysis mathematical nonlinear coupled partial differential principles variational energy equations governing applying coordinates derived Laminated compared Results Elsevier explain figures presented element finite experiments results necessary theory deflection design develop predict buildings
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