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Silindirik lamine cam kabuk yapıların deneysel ve sayısal çözümlemesi

Year 2017, Volume: 23 Issue: 6, 646 - 651, 15.12.2017

Abstract

Lamine
cam polivinil butiral (PVB) ara tabaka ile birbirine bağlanmış iki cam
tabakadan oluşan emniyet cam türüdür. PVB ara tabaka, kırılma olsa bile cam
tabakaları bir arada tutar ve yaralanma riskini en aza indirir. Uzun yıllardır
ulaşım ve otomotiv endüstrilerinde kullanılmakta olan lamine cam birimler yük
ve çevresel koşullara gösterdikleri büyük dirençler nedeniyle, günümüzde yaygın
olarak mimari cam ürünlerinde kullanılmaktadırlar. Lamine camlar oldukça
karmaşık mekanik davranış gösterirler çünkü çok ince oldukları için kolayca
büyük yer değiştirmeler gösterirler ve malzeme özellikleri arasında büyük bir
fark vardır. Lamine cam ünitelerin matematiksel karmaşıklıkları ve süreksiz
gerilme dağılımları nedeniyle, çalışmaların çoğu lamine cam birimlerinin
doğrusal olmayan davranışı yerine doğrusal davranışları ile ilgilidir. Bu
çalışmada, silindirik lamine cam kabukların çözümlenmesi için sonlu elemanlar
modeli geliştirilmiş ve modelin doğrulanması için deneysel çalışmalar
yürütülmüştür. Sunulan grafiklerden gözlendiği gibi sayısal sonuçlar ve
deneylerden elde edilen sonuçlar uyum içerisindedir.

References

  • Hooper JA. “On the bending of architectural laminated glass”. International Journal of Mechanical Sciences, 15, 309-323, 1973.
  • Behr RA, Minor JE, Linden MP, Vallabhan CVG. “Laminated glass units under uniform radial pressure”. Journal of Structural Engineering, 111(5), 1037-1050, 1985.
  • Behr RA, Minor JE, Norville HS. “Structural behavior of architectural laminated glass”. Journal of Structural Engineering, 119(1), 202-222, 1993.
  • Behr RA, Linden MP, Minor JE. “Load duration and interlayer thickness effects on laminated glass”. Journal of Structural Engineering, 112(6), 1441-1453, 1986.
  • Vallabhan CVG. “Iterative analysis of rectangular glass plates”. Journal of Structural Engineering, 109(2), 489-502, 1983.
  • Vallabhan CVG, Das YC, Magdi M, Asik MZ, Bailey JR. “Analysis of laminated glass units”. Journal of Structural Engineering, 119(5), 1572-1585, 1993.
  • Asik MZ, Vallabhan CVG. “On the convergence of nonlinear Plate Equations”. Computers and Structures, 65(2), 225-229, 1997.
  • Asik MZ. “Laminated glass plate: revealing of nonlinear behavior”. Computers and Structures, 81, 2659-2671, 2003.
  • Asik MZ, Tezcan SA. “Mathematical model for the behavior of laminated glass beams”. Computers and Structures, 83(21-22), 1742-1753, 2005.
  • Asik MZ, Dural E, Yetmez M, Uzhan T. “A mathematical model for the behavior of laminated uniformly curved glass beams”. Composites Part B: Engineering, 58, 593-604, 2014.
  • Schimmels SA, Palazotto AN. “Nonlinear geometric and material behavior of shell structures with large strains”. Journal of Engineering Mechanics, 120(2), 320-345, 1994.
  • Sabir AB, Lock AC. “A curved cylindrical shell finite element”. International Journal of Mechanical Sciences, 14, 125, 1972.
  • Ashwell DG, Sabir AB. “A new cylindrical shell finite element based on simple independent strain functions”. International Journal of Mechanical Sciences, 14, 171-183, 1972.
  • Hughes JRT, Liu WK. “Nonlinear finite element analysis of shells: Part I. three dimensional shells”. Computer Methods in Applied Mechanics and Engineering, 26(3), 331-362, 1981.
  • Kuo-Mo H. “Nonlinear Analysis of general shell structures by flat triangular shell element”. Computers and Structures, 25(5), 665-675, 1987.
  • Dural E. Analysis of Laminated Glass Arches and Cylindrical Shells. Ph.D. Thesis, Middle East Technical University, Ankara, Turkey, 2011.

Experimental and numerical analysis of cylindrical laminated glass shells

Year 2017, Volume: 23 Issue: 6, 646 - 651, 15.12.2017

Abstract

Laminated
glass is a kind of safety glass which consists of two glass layers with an
interlayer Polyvinyl Butyral (PVB) in between them. Even if the breaking
happens, the glass layers are held together by the PVB interlayer and minimize
the risk of injury. Laminated glass units have long been used in the
transportation and automotive industries. Because of their resistance to a wide
range of loading and environmental condition, nowadays they are extensively
used in architectural glazing products Laminated glasses display highly
complicated structural behavior because they can easily perform large
displacement since they are very thin and there is a big difference between the
material properties. Because of mathematical complexity and discontinuous
stress distributions of laminated glass units most of the studies are about
linear behavior rather than nonlinear behavior of the laminated glass units. In
the current study, a finite element model is developed for the analysis of
cylindrical laminated glass shells and experimental studies are carried out for
the validation of model. It is observed from the figures presented, numerical
results and experimental results from the tests are in good agreement.

References

  • Hooper JA. “On the bending of architectural laminated glass”. International Journal of Mechanical Sciences, 15, 309-323, 1973.
  • Behr RA, Minor JE, Linden MP, Vallabhan CVG. “Laminated glass units under uniform radial pressure”. Journal of Structural Engineering, 111(5), 1037-1050, 1985.
  • Behr RA, Minor JE, Norville HS. “Structural behavior of architectural laminated glass”. Journal of Structural Engineering, 119(1), 202-222, 1993.
  • Behr RA, Linden MP, Minor JE. “Load duration and interlayer thickness effects on laminated glass”. Journal of Structural Engineering, 112(6), 1441-1453, 1986.
  • Vallabhan CVG. “Iterative analysis of rectangular glass plates”. Journal of Structural Engineering, 109(2), 489-502, 1983.
  • Vallabhan CVG, Das YC, Magdi M, Asik MZ, Bailey JR. “Analysis of laminated glass units”. Journal of Structural Engineering, 119(5), 1572-1585, 1993.
  • Asik MZ, Vallabhan CVG. “On the convergence of nonlinear Plate Equations”. Computers and Structures, 65(2), 225-229, 1997.
  • Asik MZ. “Laminated glass plate: revealing of nonlinear behavior”. Computers and Structures, 81, 2659-2671, 2003.
  • Asik MZ, Tezcan SA. “Mathematical model for the behavior of laminated glass beams”. Computers and Structures, 83(21-22), 1742-1753, 2005.
  • Asik MZ, Dural E, Yetmez M, Uzhan T. “A mathematical model for the behavior of laminated uniformly curved glass beams”. Composites Part B: Engineering, 58, 593-604, 2014.
  • Schimmels SA, Palazotto AN. “Nonlinear geometric and material behavior of shell structures with large strains”. Journal of Engineering Mechanics, 120(2), 320-345, 1994.
  • Sabir AB, Lock AC. “A curved cylindrical shell finite element”. International Journal of Mechanical Sciences, 14, 125, 1972.
  • Ashwell DG, Sabir AB. “A new cylindrical shell finite element based on simple independent strain functions”. International Journal of Mechanical Sciences, 14, 171-183, 1972.
  • Hughes JRT, Liu WK. “Nonlinear finite element analysis of shells: Part I. three dimensional shells”. Computer Methods in Applied Mechanics and Engineering, 26(3), 331-362, 1981.
  • Kuo-Mo H. “Nonlinear Analysis of general shell structures by flat triangular shell element”. Computers and Structures, 25(5), 665-675, 1987.
  • Dural E. Analysis of Laminated Glass Arches and Cylindrical Shells. Ph.D. Thesis, Middle East Technical University, Ankara, Turkey, 2011.
There are 16 citations in total.

Details

Subjects Engineering
Journal Section Research Article
Authors

Ebru Dural This is me 0000-0002-5519-2498

Publication Date December 15, 2017
Published in Issue Year 2017 Volume: 23 Issue: 6

Cite

APA Dural, E. (2017). Silindirik lamine cam kabuk yapıların deneysel ve sayısal çözümlemesi. Pamukkale Üniversitesi Mühendislik Bilimleri Dergisi, 23(6), 646-651.
AMA Dural E. Silindirik lamine cam kabuk yapıların deneysel ve sayısal çözümlemesi. Pamukkale Üniversitesi Mühendislik Bilimleri Dergisi. December 2017;23(6):646-651.
Chicago Dural, Ebru. “Silindirik Lamine Cam Kabuk yapıların Deneysel Ve sayısal çözümlemesi”. Pamukkale Üniversitesi Mühendislik Bilimleri Dergisi 23, no. 6 (December 2017): 646-51.
EndNote Dural E (December 1, 2017) Silindirik lamine cam kabuk yapıların deneysel ve sayısal çözümlemesi. Pamukkale Üniversitesi Mühendislik Bilimleri Dergisi 23 6 646–651.
IEEE E. Dural, “Silindirik lamine cam kabuk yapıların deneysel ve sayısal çözümlemesi”, Pamukkale Üniversitesi Mühendislik Bilimleri Dergisi, vol. 23, no. 6, pp. 646–651, 2017.
ISNAD Dural, Ebru. “Silindirik Lamine Cam Kabuk yapıların Deneysel Ve sayısal çözümlemesi”. Pamukkale Üniversitesi Mühendislik Bilimleri Dergisi 23/6 (December 2017), 646-651.
JAMA Dural E. Silindirik lamine cam kabuk yapıların deneysel ve sayısal çözümlemesi. Pamukkale Üniversitesi Mühendislik Bilimleri Dergisi. 2017;23:646–651.
MLA Dural, Ebru. “Silindirik Lamine Cam Kabuk yapıların Deneysel Ve sayısal çözümlemesi”. Pamukkale Üniversitesi Mühendislik Bilimleri Dergisi, vol. 23, no. 6, 2017, pp. 646-51.
Vancouver Dural E. Silindirik lamine cam kabuk yapıların deneysel ve sayısal çözümlemesi. Pamukkale Üniversitesi Mühendislik Bilimleri Dergisi. 2017;23(6):646-51.





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