• 제목/요약/키워드: golf shaft

검색결과 14건 처리시간 0.018초

화소 및 이동 정보를 이용한 골프 스윙 궤도 추적 알고리즘 (Tracking Algorithm For Golf Swing Using the Information of Pixels and Movements)

  • 이홍로;황치정
    • 정보처리학회논문지B
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    • 제12B권5호
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    • pp.561-566
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    • 2005
  • 본 논문에서는 기존의 모델 기반 추적 기법에서의 중심점 고정 문제를 해결하기 위한 비디오 프레임의 화소 정보와 골프채의 이동정보를 이용한 추적 알고리즘을 제안한다. 모델기반의 추적 기법은 골프채의 위치와 스윙 속도에 대한 정보를 4차, 6차 다항식 함수로 모델링하여 고정된 축을 중심으로 궤도를 계산해낸다. 실제 자세 교정이 필요한 골프 초심자의 경우 중심이 많이 움직이는 경우가 많으므로 중심점을 고정하여 스윙 케도를 모델링하는 모델 기반의 추적 기법을 직접 적용하기에는 어려운 문제점이 따른다. 따라서 본 논문에서는 이러한 문제점을 해결하기 위해 프레임 간의 화소 정보를 이용하여 모션을 검출한 후, 검출된 모션으로부터 골프채가 평행인 두개의 직선으로 이루어져있다는 특성과 업스윙과 다운스윙 시 이동하는 골프채의 위치를 분석하여 클럽 헤드와 손의 위치를 추출해 낸다. 또한 얼굴의 중심점과 양 발을 잇는 직선의 중심을 추적함으로써 사용자의 중심점을 추적해낼 수 있다. 중심점의 이동정보에 종속되지 않는 강인함을 증명하기 위해 중심점의 이동이 큰 초심자의 데이터를 가지고 실험을 하였으며, 그 결과 실제 클럽 헤드와 손, 그리고 중심점의 궤도를 정확히 추적해 낼 수 있었다.

실험 데이터를 이용한 클럽 페이스 움직임 분석 프로그램 개발 (Development of a Program That Computes the Position of the Club Face Based on the Experimental Data)

  • 박진;신기훈
    • 한국운동역학회지
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    • 제20권2호
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    • pp.231-237
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    • 2010
  • The moving trajectory of a golf ball is mainly determined by the angles of the clubface and the trajectory of the club shaft. This paper presents a computer program for analyzing the position and angles of the club while the club moves in a circular motion. For this purpose, a mathematical algorithm was developed and implemented on the experimental data(5 m and 10 m carries) using VC++ and OpenGL. A skilled female golfer(174 cm, 65 kg, 0 handicap) was participated in data collection for the short approach shots. An iron club(Titleist 52 degree, 91.5 cm length, 450 g mass), attached with five reflective markers(12 mm), was used to collect experimental data. However, exact 3D coordinates and angles of the clubface are not directly calculated from measured data. A reverse engineering platform(Minolta Vivid910 hardware and Rapidform software) was thus employed to acquire the scanned data of the clubface. The scanned data and measured data were first aligned by applying appropriate coordinate transformations, and then exact coordinates and angles of clubface could be obtained at each position during circular motion. The program(Club Motion Analysis 1.0) exports the open, heel, loft angles of the club.

골프드라이빙 스트로크시 역학적 분석 (Mechanical Analysis of golf driving stroke motion)

  • 박광동
    • 한국운동역학회지
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    • 제12권1호
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    • pp.205-219
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    • 2002
  • This research seeks to identify the plantar pressure distribution graph and change in force in connection with effective golf drive strokes and thus to help ordinary golfers have appropriate understanding on the moving of the center of weight and learn desirable drive swing movements. To this end, we conducted surveys on five excellent golfers to analyze the plantar pressure applied when performing golf drive strokes, and suggested dynamic variables quantitatively. 1) Our research presents the desire movements as follows. For the time change in connection with the whole movement, as a golfer raises the club head horizontally low above ground from the address to the top swing, he makes a semicircle using the left elbow joint and shaft and slowly turns his body, thus lengthening the time. And, as the golfer twists the right waist from the middle swing to the impact with the head taking address movement, and does a quick movement, thus shortening the time. 2) For the change in pressure distribution by phase, to strike a strong shot with his weight imposed from the middle swing to the impact, a golfer uses centrifugal force, fixes his left foot, and makes impact. This showed greater pressure distribution on the left sole than on the right sole. 3) For the force distribution graph by phase, the force in the sole from the address to halfway swing movements is distributed to the left foot with 46% and to the right foot with 54%. And, with the starting of down swing, as the weight shifts to the left foot, the force is distributed to the left sole with 58%. Thus, during the impact and follow through movements, it is desirable for a golfer to allow his left foot to take the weight with the right foot balancing the body. 4) The maximum pressure distribution and average of the maximum force in connection with the whole movement changed as the left (foot) and right (foot) supported opposing force, and the maximum pressure distribution also showed much greater on the left sole.

드라이버 스윙 시 X-Factor, X-Factor Stretch와 스윙 관련 변인의 상관관계 분석 (Correlation Analysis of The X-Factor, X-Factor Stretch and Swing-Related Factors during Drive Swing)

  • 이경헌;권문석;임영태
    • 한국운동역학회지
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    • 제25권2호
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    • pp.149-155
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    • 2015
  • Purpose : Recently, many researchers and golf coachers demonstrated that X-factor and X-factor stretch had a co-relationship with driving distance. However, its relationship is still controversial and ambiguous. Thus, the aim of this study was to examine the relationship among X-factor, X-factor stretch and swing-related factors, including driving distance in elite golfers. Method : Seventeen male elite golfers (handicap: ${\leq}4$) with no history of musculo-skeletal injuries participated in the study. Thirty spherical retro-reflective markers were placed on including the middle point of PSIS, the right/left ASIS, the right/left lateral acromion of the scapula, driver head and shaft grip. All motion capture data was collected at 100Hz using 6 infrared cameras. Carry distance, club speed, ball speed, smash factor, launch angle, and spin rate were collected from radar-based device, TrackMan. Results : Pearson's correlation coefficient method was used to find the correlations among X-factor, X-factor stretch and swing-related factors. Positive correlations between driving distance and other swing-related factors which include club speed(r=.798, p<.001), and ball speed(r=.948, p<.001) were observed. In contrast to the swing-related factors, X-factor and X-factor stretch had no relationship to driving distance. Conclusion : These results indicate that X-factor and X-factor stretch are not key regulators in driving distance.