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)
안성훈 교수 연구팀에서 한양대와 공동연구로 게재한 아래의 논문이 Springer 사와 대한금속재료학회가 공동발행하는 Metals and Materials International (SCI, IF 1.09)의 2010년도 최우수 논문으로 선정되었다.
■ 논문 제목 : Coating of Ni powders through micronozzle in a nano particle deposition system
위 논문에는 천두만 박사, 여준철 석사과정, 김민생 박사, 안성훈 교수가 저자로 참여했으며,
내용은 안성훈 교수 연구실에서 개발한 적층 공정인 nano particle deposition system를 사용하여 니켈입자를 마이크로 노즐로 상온분사적층한 결과이다.