In this study, we will study the translation surface in Galilean space with a 2-Bishop frame. For this surface, we have determined the first and second fundamental forms. we concentrated on the distinctive characteristics of the translational surface (Gaussian curvatures and mean curvatures ). The Weingarten property requirement for the Gaussian and second Gaussian curvatures was then satisfied (-Weingarten translation surface and -Weingarten translation surface). We will study some properties of this surface as minimal Translation surface and developable Translation surface.
(2023). Investigate and Designing Translation surface with a 2-Bishop frame in the Galilean space.. Aswan Science and Technology Bulletin, 1(1), 17-27. doi: 10.21608/astb.2023.358640
MLA
. "Investigate and Designing Translation surface with a 2-Bishop frame in the Galilean space.". Aswan Science and Technology Bulletin, 1, 1, 2023, 17-27. doi: 10.21608/astb.2023.358640
HARVARD
(2023). 'Investigate and Designing Translation surface with a 2-Bishop frame in the Galilean space.', Aswan Science and Technology Bulletin, 1(1), pp. 17-27. doi: 10.21608/astb.2023.358640
VANCOUVER
Investigate and Designing Translation surface with a 2-Bishop frame in the Galilean space.. Aswan Science and Technology Bulletin, 2023; 1(1): 17-27. doi: 10.21608/astb.2023.358640
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