Sürdürülebilir Kalkınma Amaçları

• 1

Yazarlar

• Arikan, Volkan(1)
• Baskonus, H.M.(1)
• Bulut, H.(1)
• Dogan, Akar(1)
• Guler, Serkan(1)
• Sulaiman, T.A.(1)
• Yokus, A.(1)

• MakaleYalnız künye2026Scopus SJRQ2/r/munzur/1365
  Influence of infill design on mechanical behavior of PLA-TPU hybrid sandwich beams

  Arikan, Volkan; Dogan, Akar; Guler, Serkan

  The purpose of this work is to analyze the mechanical behavior of hybrid sandwich beams that were printed using the Fused Deposition Modelling (FDM) technology. These beams were made of Polylactic Acid (PLA) and Thermoplastic Polyurethane (TPU) materials. Standard mechanical tests (ASTM C393 and C365) were utilized in order to assess the impact that several infill patterns (Cubic, Octet, and Trihexagonal) and infill densities (ranging from 15% to 40%) had on the flexural and compression performance of the material. According to the findings, trihexagonal patterns demonstrated improved energy absorption capabilities when subjected to compression, but octet designs offered superior flexural stiffness, particularly in hybrid constructions. According to the findings of tests conducted with hybrid constructions consisting of a TPU core and a PLA surface layer, the effect of infill patterns on component strength is directly influenced by the change in the material character, and it is possible that various materials would exhibit different manifestations of this effect. These findings offer useful information that may be used to optimize lattice geometry and hybridization procedures for the purpose of developing high-performance lightweight structures for engineering applications.

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• MakaleAçık Erişim2019Scopus SJRQ3/r/munzur/3160
  On the exact and numerical solutions to the coupled Boussinesq equation arising in ocean engineering

  Sulaiman, T.A.; Bulut, H.; Yokus, A.; Baskonus, H.M.

  The studies of the dynamic behaviors of nonlinear models arising in ocean engineering play a significant role in our daily activities. In this study, we investigate the coupled Boussinesq equation which arises in the shallow water waves for two-layered fluid flow. The modified exp (- φ(ζ)) -expansion function method is utilized in reaching the solutions to this equation such as the topological kink-type soliton and singular soliton solutions. The interesting 2D and 3D graphics of the obtained analytical solutions in this study are presented. Via one of the reported analytical solutions, the finite forward difference method is used in obtaining the approximate numerical and exact solutions to this equation. The Fourier–Von Neumann analysis is used in checking the stability of the used numerical method with the studied model. The L 2 and L ∞ error norms are computed. We finally present a comprehensive conclusion to this study.

  AtıfScopus83·OpenAlex108

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