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)
본 학부의 생체모방공학 연구실 박형민 박사와 최해천 교수가 날치(flying fish)의 비행 능력에 대해 연구하여 2010년 9월 Journal of Experimental Biology (Vol. 213, pp. 3269-3279)에 게재한 "Aerodynamic characteristics of flying fish in gliding flight"의 연구 결과가 Encyclopedia Britannica에서 매년 발간하는 연감 (yearbook)의 Zoology 부분에서 선정한 2010년도의 가장 주목할만한 연구성과 5편에 소개되었다.
본 논문에서는 최초로 실제 날치를 박제하여 풍동실험을 통해 날치가 비행할 때 발생하는 양력, 항력 및 피칭 모멘트를 측정하였고 비행하는 날치 주위의 유동구조를 가시화하여 분석하였다. 그 결과 날치의 tandem wing 형상이 높은 양항비를 가지게 하며, 날치가 바다제비(petrel)나 원앙(wood duck)과 같은 새의 날개와 견줄만한 공력성능을 가지고 있음을 밝혔다. 또한 수면에 아주 가까이 비행하는 날치는 지면효과(ground effect)를 이용하여 공기저항을 크게 줄이는 효과를 이용하고 있음을 알아내어 Nautre, Science, Scientific American, The Economist, LA Times, BBC Wildlife Magazine 등 유수의 학술지 및 언론매체에 소개된 바 있다.
Encyclopedia Britannica 연감은 1938년부터 매년 1000페이지 정도의 분량으로 발간되고 있으며, 전세계 217개국에 대해서 정확한 최신 통계자료와 소식들을 모아서 국제관계, 각국의 동향, 산업 동향, 인물, 대중문화, 과학, 스포츠 등 각 분야에서 한 해동안 일어났던 사건사고 및 기념비적인 일들을 집대성하고 있다.
(본문내용)
Park Hyung-Min and Choi Hae-Cheon of Seoul National University investigated the aerodynamics of darkedged-wing flying fish (Cypselurus hiraii) taken from the Sea of Japan. The purpose of the study was to investigate lift-to-drag ratios (the relationship of horizontal distance travelled relative to vertical descent) by examining how flying fish glide above the sea surface for long distances of up to 400 m (about 1,300 ft) in a half minute. The researchers selected five freshly killed fish, stuffed them with urethane, and placed the pectoral and pelvic fins in various positions suitable for gliding. The gliding capabilities of the fish were tested during simulated flights in a wind tunnel to determine how wing morphology and body orientation affected a fish's aerodynamic performance. The flying fish glided most effectively when the pectoral fins were spread and the body was parallel and close to the water's surface. The study revealed that the lift-to-drag ratio was further enhanced by the animal's cylindrical body and jetlike flow between the pectoral and pelvic fins.
*본 논문에서는 날치를 채집한 장소를 "East Sea of Korea"라고 정확하게 명시하였지만, 소개 글에 "Sea of Japan"으로 기사가 작성되었음을 알려드립니다.