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Introduction to Sports Biomechanics: Analysing Human Movement ...

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Figure 2.7 Level 4 of long jump model – fac<strong>to</strong>rs affecting take-off speed – avoiding the blind alley.<br />

our model, in Figure 2.7. Although mean force and acceleration path of the jumper’s<br />

centre of mass won’t yet appear <strong>to</strong> be observable, we do have the right relationship, as<br />

the jumper correctly needs <strong>to</strong> try <strong>to</strong> maximise both of these fac<strong>to</strong>rs.<br />

Figure 2.8 Take-off velocity components.<br />

QUALITATIVE ANALYSIS OF SPORTS MOVEMENTS<br />

Now all we have <strong>to</strong> do is develop observable features that capture these biomechanical<br />

entities. We will take a step aside for the moment, as the observable features<br />

we need flow more naturally from considering the vertical and horizontal components<br />

(in black) of the take-off velocity (see Figure 2.8), rather than the take-off speed, which<br />

is simply the magnitude of the overall take-off velocity in Figure 2.8; the take-off angle<br />

specifies the direction of the take-off velocity. Hence, the take-off velocity can be<br />

specified by either the take-off speed and angle, as in Figure 2.5, or the horizontal and<br />

vertical take-off velocities, as in Figure 2.9. The latter approach is much better here,<br />

indeed it is crucial, because what happens on the take-off board differs significantly for<br />

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