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Introduction to Sports Biomechanics: Analysing Human Movement ...

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movement patterns, coordination diagrams such as angle–angle diagrams (Figures 3.13<br />

and 3.14) or phase planes (Figure 3.20) can also be obtained; quantitative analysts often<br />

want <strong>to</strong> quantify such graphs, in contrast <strong>to</strong> the qualitative analyst, whose focus will be<br />

on their shape (<strong>to</strong>pography).<br />

Quantitative analysts may also identify values of some variables at important instants<br />

in the movement <strong>to</strong> allow inter- or intra-performer comparisons. These values, often<br />

called performance parameters or variables, are usually defined at the key events that<br />

separate the phases of sports movements, such as foot strike in running, release of a<br />

discus or bar release in gymnastics. They are discrete measures that, although they can<br />

be very important for that performer, discard the richness of movement information<br />

contained in time-series graphs or coordination diagrams.<br />

Computer visualisation of the movement will also be possible. This can be in the<br />

form of stick figure sequences, such as Figures 3.1 and 3.2. These are quick and easy <strong>to</strong><br />

produce but have ambiguities with respect <strong>to</strong> whether limbs are in front of or behind<br />

the body (Figure 4.1(a)). In three-dimensional analysis, this can be partially overcome<br />

by filling in the body and using hidden line removal (Figure 4.1(b)). Full solid-body<br />

modelling (Figure 3.2) is even more effective in this respect, but computationally<br />

somewhat time-consuming. Solid-body models can also be made more realistic through<br />

the use of shading and surface rendering.<br />

Calculating forces and <strong>to</strong>rques (inverse dynamics)<br />

QUANTITATIVE ANALYSIS OF MOVEMENT<br />

Figure 4.1 Computer visualisation: (a) stick figure of hammer thrower; (b) as (a) but with body shading and hidden line<br />

removal.<br />

In the previous subsection, we considered ‘kinematic’ variables, specifically joint<br />

angles, angular velocities and angular accelerations. Quantitative analysts also study<br />

the ‘kinetics’ of the movement – forces, <strong>to</strong>rques, and so on. This often involves the<br />

calculation of kinetic variables for joints and body segments <strong>to</strong> try <strong>to</strong> understand<br />

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