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Introduction to Sports Biomechanics: Analysing Human Movement ...

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INTRODUCTION TO SPORTS BIOMECHANICS<br />

Figure 6.21 EMG signals without mains hum; V a and V b are biphasic mo<strong>to</strong>r unit action potentials recorded from two<br />

monopolar electrodes, V a–V b is the triphasic differential signal from using the two electrodes in a bipolar configuration.<br />

264<br />

EMG and muscle tension<br />

Obtaining a predictive relationship between muscle tension and the EMG could solve a<br />

major problem for quantitative sports biomechanists. This problem arises because the<br />

equations of motion at a joint cannot be solved because the number of unknown<br />

muscle forces exceeds the number of equations available. The problem is often known<br />

as muscle redundancy or muscle indeterminacy. If a solution could be found <strong>to</strong> this<br />

problem, it would allow the calculation of forces in soft tissue structures and between<br />

bones. It is not surprising, therefore, that the relationship between the EMG signal and<br />

the tension developed by a muscle has attracted the attention of many researchers.<br />

The EMG provides a measure of the excitation of a muscle. Therefore, if the force in<br />

the muscle depends directly upon its excitation, a relationship should be expected<br />

between this muscle tension and suitably quantified EMG. A muscle’s tension is<br />

regulated by varying the number and the firing rate of the active fibres; the amplitude of<br />

the EMG signal depends on the same two fac<strong>to</strong>rs. It is, therefore, natural <strong>to</strong> speculate<br />

that a relationship does exist between EMG and muscle tension. We might further<br />

expect that this relationship would only apply <strong>to</strong> the active state of the contractile<br />

component, and that the contributions <strong>to</strong> muscle tension made by the series and<br />

parallel elastic elements would not be contained in the EMG (for a diagrammatical<br />

model of these elements of skeletal muscle, see Figure 6.10).<br />

However, discrepancies exist between research studies even for isometric contractions,<br />

which should not lead us <strong>to</strong> expect a simple relationship between EMG and<br />

muscle tension for the fast, voluntary contractions that are characteristic of sports<br />

movements. For such movements, the relationship between EMG and muscle tension<br />

still remains elusive although the search for it continues <strong>to</strong> be worthwhile.<br />

Additionally, in complex multi-segmental movements, such as those we observe in<br />

sport, muscles influence other joints as well as the ones they cross. This means that, in<br />

sports movements, the EMG tells us when a muscle is active but not, generally, what<br />

that muscle is doing. This is a very important limitation <strong>to</strong> the use of EMG.

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