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)
지난 2월 24일 오전 삼성전자 서울 서초동 사옥 5층 다목적홀에서 열린 제 16회 ‘휴먼테크 논문 대상’ 시상식에서 우리학부 서갑양 교수 연구실의 방창현 박사과정과 배원규 석사과정이 동상을 수상하였다. 16회째인 이번 행사에는 101개교에서 1313편의 논문을 응모했다. 500여 명의 심사위원이 석 달간 심사해 10편의 금상 등 총 92편의 수상작을 선정했다.
<방창현 박사과정, 배원규 석사과정 / 동상 (Mechanical Engineering 분과)>
- 논문 제목 : 나노 벨크로: 반데르발스 힘에 의한 초접착 및 탈착 이력의 나노헤어 체결시스템
- 논문 내용 : 기존 Hook &Loop 형의 벨크로와는 다른 나노헤어들의 반데르발스 힘에 의한 초접착 및 탈착 이력을 가진 경제적인 신개념 나노벨크로 체결시스템 기술을 개발하였다.