J
Jang-Hyun Lee
Researcher at Inha University
Publications - 106
Citations - 606
Jang-Hyun Lee is an academic researcher from Inha University. The author has contributed to research in topics: Welding & Residual stress. The author has an hindex of 12, co-authored 97 publications receiving 545 citations. Previous affiliations of Jang-Hyun Lee include University of Ulsan & Seoul National University.
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Journal ArticleDOI
Utility of FDG PET in patients with squamous cell carcinomas of the oral cavity
Shin-Jae Kim,Jin Roh,Jong S. Kim,Chang Hwan Ryu,Jang-Hyun Lee,Kyung-Ja Cho,Seong Hoon Choi,S.Y. Nam +7 more
TL;DR: FDG PET may have potential roles in initial staging, survival prediction, and the detection of recurrences and second cancers.
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Springback adjustment for multi-point forming of thick plates in shipbuilding
TL;DR: Investigating not only how to simulate springback deformation, but also the degree of adjustment required to the stroke of pistons in multi-press forming and an iterative displacement adjustment algorithm are integrated for practical application.
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User-Friendly, Advanced Line Heating Automation for Accurate Plate Forming
TL;DR: A control system and an automated machine were developed simultaneously based on the object-oriented methodology and shows a user-friendly capability for shipyard operators and includes advanced engineering calculations for accurate plate fabrication.
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Integration of evolutional BOMs for design of ship outfitting equipment
TL;DR: An enterprise BOM is suggested which addresses the hierarchy of parts and assembly, product structure and product information of outfitting equipment in marine vessel design and is modeled by the structure BOM and the display BOM.
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Vibration analysis of cross-ply laminated truncated conical shells using a spline method
Kodakkal Kannan Viswanathan,Jang-Hyun Lee,Zainal Abdul Aziz,Imam Hossain,Wang Rong-qiao,Hewa Y. Abdullah +5 more
TL;DR: In this paper, the free vibration of symmetric and antisymmetric cross-ply composite laminated truncated conical shells using the spline function technique is studied, including first-order shear deformation theory.