![](data:image/jpeg;base64,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)
기창돈 교수, 제7회 기계의 날 공동주최기관장표창상 수상
우리 학부 기창돈 교수가 지식경제부가 후원하고 한국생산기술연구원, 한국기계산업진흥회, 한국항공우주연구원, 한국기계연구원, 한국기계관련학회연합회 등이 공동주최하는 제7회 기계의 날 행사에서 공동주최기관장표창상을 수상했다. (2008.9.25)
해당기사 바로가기:
http://www.hellodd.com/Kr/DD_News/Article_View.asp?mark=25314
http://www.dt.co.kr/contents.html?article_no=2008092502012069630009