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운동역학 : 수학적 모형을 이용한 멀리뛰기의 운동학
Kinematics of the Long Jump by the Mathematical Model
김혜영(KimHyeYoung)
UCI I410-ECN-0102-2021-600-000651512

The purpose of this study is to find out the optimum launch angle for maximizing the long jump from a kinematic point of view. The optimum launch angle of a long jump in the horizontal plane is calculated using the simple mathematical model by the law of conservation of energy when the air resistance is neglected and considered for each. To have the solutions of the range equation (8) and (15), Newton-Raphson method for differentiating the equation with respect to launch angle ais used. For various initial speed v0 the optimum launch angle am is obtained as about 32 - 33 degree for maximum range 6.78 - 9.35 m. According to model calculation, at the limiting speed 11.5 m/s by Carl Lewis the result of this study shows that with such a running speed, it is theoretically possible to long jump 9.35 m, this distance may be considered as the upper limit of long jumping at the present time. Also this model suggests that new world record of 9m will be achieved in long jump.

Ⅰ. 서론


Ⅱ. 연구방법


Ⅲ. 연구결과


Ⅳ. 결론


참고문헌


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