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Introduction to Sports Biomechanics: Analysing Human Movement ...

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INTRODUCTION TO SPORTS BIOMECHANICS<br />

256<br />

A component of magnitude F g, which tends <strong>to</strong> spin the bone about its longitudinal<br />

axis.<br />

A rotating component of magnitude F t. In Figure 6.17 this is shown in one plane of<br />

movement only; in reality, this muscle force component may be capable of causing<br />

movement in both the sagittal and frontal planes as, for example, flexor carpi ulnaris<br />

flexing and adducting the wrist.<br />

A component of magnitude F s along the longitudinal axis of the bone, which<br />

normally stabilises the joint, as in Figures 6.17(c) and (d). This component may<br />

sometimes tend <strong>to</strong> dislocate the joint, as in Figure 6.17(f). Joint stabilisation is an<br />

important function of muscle force, particularly for shunt muscles (see below).<br />

The relative importance of the last two components of muscle force is determined<br />

by the angle of pull (θ); this is illustrated for the brachialis acting at the elbow in<br />

Figure 6.17(a), assuming F s <strong>to</strong> be zero. The optimum angle of pull is 90° when F t = F<br />

(Figure 6.17(e)) and all the muscle force contributes <strong>to</strong> rotating the bone. The angle<br />

of pull is defined as the angle between the muscle’s line of pull along the tendon and<br />

the mechanical axis of the bone. It is usually small at the start of the movement, as in<br />

Figure 6.17(b), and increases as the bone moves away from its reference position, as in<br />

Figures 6.17(e) and (f).<br />

For collinear muscles, the ratio of the distance of the muscle’s origin from a joint<br />

<strong>to</strong> the distance of its insertion from that same joint (a/b in Figure 6.17(b)) is known as<br />

the partition ratio, p. It can be used <strong>to</strong> define two kinematically different types of<br />

muscle. Spurt muscles are muscles for which p > 1; the origin is further from the joint<br />

than is the insertion. The muscle force mainly acts <strong>to</strong> rotate the moving bone.<br />

Examples are the biceps brachii and brachialis for forearm flexion. Such muscles are<br />

often prime movers. Shunt muscles, by contrast, have p < 1 because the origin is<br />

nearer the joint than is the insertion. Even for rotations well away from the reference<br />

position, the angle of pull is always small. The force is, therefore, directed mostly<br />

along the bone so that these muscles act mainly <strong>to</strong> provide a stabilising rather than a<br />

rotating force. An example is brachioradialis in forearm flexion. Such muscles may<br />

also provide the centripetal force, which is largely directed along the longitudinal axis<br />

of the bone <strong>to</strong>wards the joint, for fast movements. Two-joint muscles are usually spurt<br />

muscles at one joint, as for the long head of biceps brachii acting at the elbow, and<br />

shunt muscles for the other joint, as for the long head of biceps brachii acting at the<br />

shoulder.<br />

Within the human musculoskeletal system, ana<strong>to</strong>mical pulleys serve <strong>to</strong> change the<br />

direction in which a force acts by applying it at a different angle and, sometimes,<br />

achieving an altered line of movement. The insertion tendon of peroneus longus is one<br />

such example. This muscle runs down the lateral aspect of the calf and passes around<br />

the lateral malleolus of the fibula <strong>to</strong> a notch in the cuboid bone of the foot. It then turns<br />

under the foot <strong>to</strong> insert in<strong>to</strong> the medial cuneiform bone and the first metatarsal bone.<br />

The pulley action of the lateral malleolus and the cuboid accomplishes two changes of<br />

direction. The result is that contraction of this muscle plantar flexes the foot about the<br />

ankle joint (among other actions). Without the pulleys, the muscle would insert

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