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Introduction to Sports Biomechanics: Analysing Human Movement ...

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INTRODUCTION TO SPORTS BIOMECHANICS<br />

the horizontal and vertical velocities. On the board, a long jumper needs <strong>to</strong> generate<br />

vertical velocity while minimising the loss of horizontal velocity from the run-up. For<br />

the horizontal component, there tends <strong>to</strong> be an initial ‘braking’ force followed by an<br />

accelerating force. We also need these two velocity components <strong>to</strong> develop our model<br />

of take-off angle, the tangent of which, from Figure 2.8, is simply the vertical velocity<br />

at take-off divided by the horizontal velocity at take-off. However, with the modified<br />

approach, we do not need <strong>to</strong> develop a separate branch of our long jump model for<br />

take-off angle, as we have now effectively replaced level 3 of the model for flight<br />

distance, in Figure 2.5, by Figure 2.9.<br />

Figure 2.9 Revised long jump model for flight distance.<br />

We now, therefore, replace the branch for take-off speed (level 3) in our long jump<br />

model (Figure 2.6) by separate branches for the take-off horizontal and vertical velocities.<br />

We then develop levels 4 down of our model for each of these branches by using<br />

relationships for the two components of the take-off velocity that are equivalent <strong>to</strong> the<br />

ones we developed above for take-off speed; this gives us Figures 2.10 and 2.11.<br />

Figure 2.10 Fac<strong>to</strong>rs affecting take-off horizontal velocity.<br />

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