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)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)
우즈의 골프공이 0.02㎜만 더 파였어도…
골프공은 매끈하지 않고 우툴두툴한 곰보이다. 골프공이 매끈하지 않고 딤플(dimple·작은 홈)을 가진 이유는 비거리(飛距離)가 늘어나기 때문이다. 반면 요철이 있다 보니 퍼팅이 부정확해지는 단점도 있다. 서울대 기계항공공학과 최해천(45) 교수팀은 바다거북 등딱지에서 따온 새로운 디자인으로 이 같은 딤플의 단점을 극복한 골프공을 내놓았다.
◆매끈한 놈보다는 곰보가 좋다
골프공의 우툴두툴한 딤플은 100년 전에 시작됐다. 매끈한 공보다는 표면 여기저기에 흠집을 낸 공이 훨씬 멀리 날아간다는 사실이 알려졌기 때문이다. 골프공에는 약 300~500개의 딤플이 새겨져 있으며 깊이는 0.24㎜ 정도이다.
보통 힘껏 골프채로 골프공을 때려 힘을 전달하는 시간은 2000분의 1초. 찰나의 시간에 골프공을 정확히 가격해 원하는 위치에 골프공을 갖다 놓으려고 골퍼들은 스윙 연습에 열을 올린다. 하지만 사용하는 골프공의 딤플 깊이가 조금만 달라져도 골프공의 궤적이나 비거리는 급격하게 달라진다. 딤플의 깊이가 10%(0.02㎜) 정도만 달라져도 골프공이 날아가면서 겪는 공기 저항이 현격하게 차이가 나기 때문이다.
이 때문에 타이거 우즈나 데이비드 듀발 같은 프로골퍼들은 자신만의 골프공을 이용하는 것으로 알려져 있다.
◆골프공의 딤플은 비행기의 날개와 같아
최해천 교수팀은 지난해 골프공의 딤플이 공기 저항을 50% 가량 줄인다는 연구 결과를 내놓았다. 골프공이 매끈하면 공기가 공과 부딪친 후 표면을 타고 절반도 가기 전에 옆으로 튕겨 나가지만 딤플이 있으면 공의 뒷면까지 공기가 부드럽게 지나가 공기 저항이 줄어든다는 것이다.
딤플은 골프공이 오래 떠 있도록 해주는 양력(揚力)에도 도움이 된다. 골프공은 아래쪽으로 깎아 치기 때문에 공이 진행하는 방향과 반대쪽으로 회전이 걸린다. 야구의 커브와 정반대의 상황이어서 골프공은 위로 휘어진다. 물론 골프공에 딤플이 없어도 역회전은 발생한다. 하지만 딤플이 있으면 그 효과는 훨씬 증폭된다. 최 교수는 “딤플은 공기 저항을 줄이고 양력을 증대시켜 비거리를 최대 250%까지 늘려준다”고 말했다.
그러나 딤플은 퍼팅의 정확도를 떨어뜨리는 단점이 있다. 공을 때릴 때 평평한 면보다 딤플이 만든 파진 모서리를 때릴 가능성이 높기 때문이다. 실제 골프공에서 평평한 면은 전체 표면 중 10%도 안 된다. 확률적으로 골프공이 1~3도 정도 각도가 빗나갈 수 있다고 한다.
한 골프공 제조업체는 딤플이 만든 오차를 줄이기 위해 부분적으로 딤플이 없는 골프공을 출시하기도 했지만, 일반 골프공에 비해 가격이 비싸다.
◆공기 저항도 줄이면서 퍼팅 정확도도 높여 준다면
골프공의 당면 과제는 딤플로 인해 늘어난 비거리는 유지하면서 퍼팅의 부정확도를 개선하는 작업이다.
최 교수는 바다거북의 등딱지에서 골프공의 난제를 푸는 실마리를 찾았다. 몸무게 200㎏의 바다거북이 물속에서 유유히 떠다니는 데는 등딱지에 물과의 마찰을 줄이는 비결이 숨어 있을 것이라고 생각한 것이다. 바다거북의 등딱지는 파진 면적이 매끈한 면적의 10분의 1밖에 안 된다. 표면의 모양도 삼각형·사각형으로 이뤄져 있었다.
최교수는 바다거북 등딱지의 두 가지 특징을 골프공의 딤플에 적용했고 딤플에 미세한 돌기를 추가로 넣었다. 또 공기 마찰 실험을 거듭해 공기 저항이 가장 적은 딤플 구조를 찾아냈다. 최 교수는 “실험 결과 딤플의 면적은 전체 공의 5%만 돼도 공기 저항을 획기적으로 줄일 수 있다는 사실을 발견했다”며 “공이 어느 방향에서 공기를 맞더라도 동일한 효과가 있어야 한다는 점을 감안해도 30%면 충분하다”고 말했다.
이렇게 해서 공기 저항을 줄이는 효과는 기존 딤플과 비슷하면서 매끄러운 면이 전체의 70%나 되는 차세대 골프공이 두 달여 만에 나올 수 있었다.
최 교수는 “국내 특허는 출원 중이고 미국 특허는 서류 작업이 끝나는 대로 신청할 계획”이라며 “특허 출원에 성공해도 다른 사람이 우회해서 새로운 특허를 출원하는 경우가 잦아 이를 원천적으로 방지할 방법에 골몰하고 있다”고 말했다.
조호진 기자 superstory@chosun.com
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