Monday, May 21, 2007

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When the foot contacts the ground during a typical
running stride, the ground reaction force exceeds 2.5
times body weight (Cavanagh, 1990) and can be much
greater in more vigorous soccer movements. Boots
should have built into them materials designed to
reduce the eþ ect of these forces, but they often do not.
The shock force experienced by the player can increase
as a result of running speed or type of landing action
used and will be greater on hard as opposed to soft
surfaces. The shock force can be assessed by the use of
accelerometers placed on the lower tibia (Lafortune,
1991), which measures peak shank deceleration. Lees
and Jones (1994) investigated this characteristic for
soccer boots compared to running shoes when running
at a speed of 3.5 m s- 1 on a variety of surfaces. They
found that the mean peak shank deceleration when subjects
used soccer boots and ran on grass was 25.6 m s- 2;
when they used running shoes and ran on grass, it was
23.3 m s- 2 and on concrete it was 26.5 m s- 2. Running
on grass signi® cantly reduced the peak shank deceleration,
but wearing the less well-protected soccer boots
increased the peak shank deceleration by about 10%.
The bene® ts of the softer surface were lost when using
a boot that had no constructional midsole. Their view
was that boot construction, which included a midsole
element, would result in a reduction in impact severity.
Boot studs and cleats are important for providing
traction on a variety of surfaces. They have evolved from
a simple ridge on the sole through leather cleats to the
226 Lees and Nolan
modern plugs and spikes of various lengths (Segesser
and Pforringer, 1989). The grip provided is a function
of the depth of penetration of the stud and the ® rmness
of the turf . Very wet turf will mean that short studs fail
to penetrate into the ® rmer ground underneath and lead
to slipping. On the other hand, very hard turf will not
allow good penetration and lead to pressure areas on the
foot at the heel or forefoot of the boot. Studs of varying
length and diameter help to overcome some of these
problems. The amount of gr ip provided by a surface is
an important component of playing quality and has
been dealt with from the point of view of the surface,
but stud con® guration and type are also important.
Although Winterbottom (1985) found that sliding
resistance was aþ ected little by stud con® guration, he
did report large diþ erences in the coeYcient of sliding
fr iction (0.34± 0.84) between diþ erent stud types. The
greatest diþ erence between stud types was found for the
torsional traction coeYcients, which ranged from a high
of 2.5 to a low of 1.0: this clearly should be matched to
the pitch conditions. While players do this subjectively,
this is an area which deserves greater research attention.
Bowers and Martin (1975) reported large diþ erences in
the coeYcient of sliding fr iction between stud and cleat
types (range 1.16± 1.95), agreeing with Winterbottom,
although the values they reported are noticeably higher.
Boots should be able to distribute the force so that
it is not concentrated in certain areas, such as under
the heel or under the head of the ® rst metatarsal. The
positioning of studs is particularly critical, as well as
the method of attachment of the stud to the boot. Ring
(1995) demonstrated that wide screw studs lead to
lower foot temperature than the conventional narrow
screw stud, and this promoted foot comfort and
reduced the likelihood of blisters. The foot is susceptible
to knocking and treading by the feet of other players,
thus the material of the boot should provide protection
from this. The use of sound or padded leather is necessary.
All of these methods have been adopted by manufacturers
but no scienti® c data have been reported.
Novel design features appear from time to time which
purport to enhance performance. Two similar devices
relate to stud type. One is a non-symmetrical stud that
has an almost aerodynamic shape in cross-section,
which is placed in a circular pattern under the ball of the
foot. This device, known as `Spingrip’ , purports to
allow easier rotation on the foot (a reduction in torsional
traction) while still producing good sliding friction for
starting and stopping. The second device, known as
`Blades’ , is an asymmetrical cleat design that again
allows reduced torsional traction while maintaining and
enhancing linear motion. While these two devices have
appeared on commercially available boots, there have
been no published reports of any rigorous scienti® c
investigations.
Another novel approach to boot design is `Craig’ s
Boot’ (British Broadcasting Corporation, 1994). This
boot has a toe piece which has a high fr iction surface.
This provides better grip between the foot and the ball,
which results in a greater force and torque acting on the
ball. It is claimed that tests have demonstrated a 27%
increase in ball spin and a 7% increase in ball speed,
although these values have not been published in the
scienti® c literature or veri® ed by other investigators. If
the claims are true, the importance of boot design for
ball performance will be demonstrated.
Boot designers have acknowledged the need to provide
adequate forefoot ¯ exibility (Rodano et al., 1988).
This is achieved by providing a crease in the sole of the
boot along a line where the metatarsal heads would sit in
the boot. Although this provides a suitable construction
for ¯ exion of the joints, it has been noted by Asami and
Nolte (1983) that a major factor aþ ecting the success of
a kick is the stiþ ness of the dorsal surface of the foot,
which has to sustain forces in excess of 1000 N. This
stiþ ness is increased by the presence of the boot, but
reduced by the ¯ exibility crease created to promote
metatarsophalangeal joint ¯ exion. Lees (1993) has suggested
that these two requirements are incompatible,
and that it might be possible for the sole of the boot to
be designed with a hinge-locking mechanism providing
¯ exion in one direction but stiþ ness in the other. Such a
design has yet to be made commercially available.
Shin guards
Shin guards are used by soccer players to protect their
shins and ankles from the eþ ects of direct contact by an
opponent’ s boot. Their primary function is to protect
the skin, underlying soft tissues and bones of the shank
from external impacts. They prevent injury by means of
shock absorption, load spreading and by modifying the
energy absorption characteristics of the leg system. The
wearing of these shin guards is mandatory in soccer, yet
their eþ ectiveness in reducing the severity of impact has
only recently been evaluated, and no standard methods
for their evaluation exist.
The shin guard is constructed from a hard outer
casing and a softer inner layer. The material used for
the outer casing is usually thermoplastic moulded to the
curvature of the leg, with a shock-absorbing inner
material made of ethylene vinyl acetate (EVA) or some
other foam material. Lees and Cooper (1995) tried
to measure shin guard performance. They tested the
ability of ® ve types of contemporary shin guards to
reduce the impact from a direct blow. The methods they
used followed those for the testing of cricket pads
(British Standards Institution, 1981). This involved
dropping a 5 kg mass from a set height of 40 cm and
monitoring its deceleration on impact with the shin
The biomechanics of soccer: A review 227
guard, which was placed on a wooden shank form
supported by a rigid surface. From this, the dwell
time and energy return of the shin guard were determined.
The results showed that shin guards per se were
eþ ective in providing a substantial reduction in impact
deceleration of between 40 and 60% when compared
to striking the wooden shank form without shin guard
protection. They appeared to do this by increasing the
dwell time of the striker on the shin guard by 30± 40%.
The harder outer shell of the shin guards acted as an
area elastic surface (Nigg and Yeadon, 1987) and was
eþ ective in spreading the load. Thus it would appear
that a combination of peak force reduction and an
increase in impact area will reduce the localized
pressure, and therefore the likelihood for skin abrasion
and penetration from boots or studs. Although over 70%
of the impact energy was absorbed, shin guards do not
contain suYcient material to absorb large quantities
of energy, and so it is unlikely that they are capable of
preventing fractures from high-energy blows. The
results also showed that there were signi® cant diþ erences
between shin guards in their ability to reduce
peak deceleration. This reduction ranged from 28 to
56% of the impact deceleration obtained without a shin
guard. The shin guard which performed less well was
constructed of a thermoplastic outer casing with a foam
inner layer; the shin guard which performed best was of
a similar thermoplastic outer shell but with a 5 mm EVA
inner layer.
Summary
Many factors interact to aþ ect the response of the
equipment used within the game of soccer. The
equipment has mechanical characteristics which are
subject to variation, but which can be measured
reasonably well. The interaction between the player
and the equipment is also a source of variation, but this
is diYcult to quantify and makes the eYcacy of the
equipment more diYcult to predict. Although equipment
manufacturers will undoubtedly have conducted
extensive research, little of this is in the public domain.
Nevertheless, the examples have illustrated general
principles which can be applied across a range of soccer
equipment.
Biomechanical aspects of soccer injury
A third major area of concern in the biomechanics of
soccer is the causative mechanisms of injury; these will
help us to understand better the principles of injury
prevention. Injury generally originates from physical
causes and arises from forces greater than those which
can be tolerated by the biological structures. Injury
mechanisms may be due to player ® tness, training
errors, the rules of the game, the weather and equipment
(Ekstrand and Nigg, 1989). Here, we restrict ourselves
to an investigation of certain types of injury in soccer
associated with selected equipment, where the biomechanical
mechanisms can be identi® ed to provide an
understanding of causative factors.
Soccer is a contact sport and injuries to players are
frequent. In most injury surveys, soccer has been
reported to be the game with most injuries or injuries
per exposure (Sports Council, 1992; Arnason et al.,
1996). Lower extremity injuries are by far the most
prevalent, accounting for over three-quarters of
reported injuries (Ekstrand, 1994). Of these, about
one-third are overuse injuries and two-thirds are acute
injuries (Ekstrand and Nigg, 1989). It is relevant to
investigate whether the boots used and surfaces played
on are factors in these lower limb injuries. There is
growing concern over the long-term consequences of
minor injuries, which are often not re¯ ected in injury
statistics. To this extent, the impact received by the head
when heading the ball may lead to longer-term brain
damage and can be investigated biomechanically.
Boots
The soccer boot has many functions. It must be comfor
table, ® t the foot well and allow freedom of movement,
while providing protection against external
forces, spreading the pressures over the sole of the boot
and controlling foot movement, particularly of the rear
foot. The soccer boot was traditionally made with a
high ankle support. The advent of a faster running
game has led to a preference for the low-cut soccer-type
boot, which allows greater movement of the ankle and
subtalar joints. This lower-cut boot sacri® ces protection
for performance; consequently, more frequent and more
severe ankle injuries occur. The major ankle injury
resulting from foot instability is the ankle inversion
sprain. Ankle inversion injuries are reported to be
responsible for 9.6% of all soccer injuries (Kibler, 1993)
and are thought to be the most common injury in the
game (Surve et al., 1994), indicating that the soccer boot
performs its protective functions poorly.
The role of the boot in protecting the ankle joint was
investigated by Johnson et al. (1976). They investigated
the torsional stiþ ness about an anterior-posterior axis
through the ankle joint for diþ erent designs of boot
uppers. They modelled the shank and foot using a massspring-
dashpot system, which gives the joint its load
response characteristics (Fig. 8). The boot added
another restrictive layer to the outside of the ankle,
allowing the natural stiþ ness of the joint to be supplemented
by the properties of the boot. The low-cut boot
228 Lees and Nolan
Figure 8 A foot and ankle model based on a spring and dashpot system, with the eþ ect of additional stiþ ness from high-cut and
low-cut boots. Redrawn with permission from Johnson et al. (1976).
shank
talus
foot
C
effect of low
cut boot
shank
talus
foot
B
effect of high
cut boot
shank
talus
foot
A
protected the subtalar joint, whereas the higher-cut boot
protected both this joint and the ankle joint. The mean
angular stiþ ness of the foot in the high-cut boot was
14.6 N m rad- 1, whereas for the low-cut boot it was 9.6
N m rad- 1. A high-cut boot thus provides over 50% more
torsional stiþ ness than a low-cut boot. Johnson et al.
concluded that the loads carried by the collateral
ligaments in either an inversion or eversion injury would
be reduced when wearing high-cut boots compared to
low-cut boots. They also found that the torsional stiþ -
ness was aþ ected by the material used and the geometry
of boot construction. One interesting conclusion they
came to was that, if low-cut boots were to be worn, it
would be better for the material to be as soft as possible.
This is because the subtalar joint has a certain amount
of mobility, and if the ankle is turned in an inversion±
eversion mode, a low-cut boot would allow the subtalar
joint to accommodate most of the movement. If a
low-cut boot was of a stiþ construction, then the boot
would transfer some of the load away from the subtalar
joint to the ankle joint. As the latter joint does not have
any ¯ exibility in the inversion± eversion direction, the
additional load would be taken up by the collateral
ligaments, leading to a greater likelihood of ligament
damage. On the other hand, a high-cut boot should
be made with stiþ material because it already has a
protective function for the ankle joint and collateral
ligaments. The stiþ er the material, the more the load is
taken by the boot material rather than the ligaments. It
should be noted, however, that a high-cut boot with stiþ
material is only about twice as stiþ as a low-cut boot
constructed of low-stiþ ness material, and that for a
severe inversion movement, even a high-cut boot would
be insuYcient to prevent damage occurring.
Players’ preference for a low-cut design, with its consequential
inability to protect from serious ankle injury,
has led to the widespread use of various supplementary
methods for increasing ankle joint stiþ ness. Taping provides
an additional layer of support to the ligaments of
the joints and is a favoured prophylactic procedure,
although its eþ ectiveness may not be long-lasting. The
eYcacy of this procedure is illustrated by the work of
Surve et al. (1994), who reported a ® ve-fold reduction in
the incidence of ankle sprains when using a `Sport-
Stirrup’ semi-rigid orthosis in soccer players who had a
history of ankle sprains. This orthosis was constructed
as a stirrup of thermoplastic material placed around
the sole and medial and lateral sides of the ankle joint,
and contained two in¯ atable air cells on its inner surface
at the level of the malleoli. Even players who had no
previous history of ankle injury appeared to bene® t, as
the authors found a two-fold reduction in the incidence
of injury for these players. As well as reducing the incidence
of injury, the orthosis also reduced the severity of
injury. There was a ® ve-fold reduction in more severe
ankle sprains compared to mild sprains in the players
with a previous history of ankle sprains, although there
was no diþ erence between the incidence of mild and
severe sprains for players without a history of ankle
sprains. The orthosis did not lead to a greater incidence
of injury at other joints in the body, and the authors
concluded that the use of this particular semi-rigid
orthosis was to be recommended for the reduction of
ankle injuries in soccer players.
The biomechanics of soccer: A review 229
Surfaces
Ekstrand and Nigg (1989) suggested that 24% of the
injuries in soccer could be attributed to unsatisfactory
playing surfaces, but these often occurred in association
with one or more other factors, such as poor footwear,
muscle tightness or joint instability. The main precursor
to injury was thought to be the rapid changes between
diþ erent types of playing surfaces (during winter preseason
training) combined with inferior shoes. They
found no direct evidence that a harder (higher stiþ ness)
arti® cial surface produced more traumatic injuries than
a softer (lower stiþ ness) surface, although they did
speculate that the harder surface might lead to more
overuse injuries.
Winterbottom (1985) summarized the results of
studies concerned with injuries on natural and arti® cial
turf pitches. He reported that, in general, there was no
diþ erence in the number of injuries per exposure on
either type of surface; where a diþ erence was reported,
arti® cial turf tended to produce fewer injuries than
natural turf . In general, there are a greater number of
traumatic injuries on natural turf compared to arti® cial
turf pitches, while there are considerably more (up to
15 times) minor abrasions and friction burns on arti-
® cial turf compared to natural turf pitches. Subsequent
studies by Ekstrand and Nigg (1989) and the Football
League (1989) suppor t these ® ndings.
One concern regarding arti® cial turf is the possibility
of generating high translational and rotational friction
loads that could place a greater load on a player’ s knee.
In a report of American Football injuries (Zemper,
1984), the incidence of knee injuries was found to
be over twice as high on arti® cial turf surfaces. However,
it should be pointed out that American Football is a
collision sport and requires diþ erent skills from those of
soccer players; this could aþ ect the extrapolation of
these ® ndings to arti® cial soccer pitches. Other factors
that aþ ect the translational and rotational loads are stud
type, length, diameter and con® guration; these can be
manipulated to optimize translational and rotational
friction, and have been reviewed above.
The Football League (1989) acknowledged that there
was a `fear factor’ associated with playing on arti® cial
surfaces, which presumably refers to the likelihood of
sustaining abrasion or fr iction burn injuries. It was
noted that the incidence of fr iction burns decreased over
the duration of the investigation, and this was attributed
to two main factors. The ® rst was the change associated
with the wear of an arti® cial pitch; when new, its pile is
upright but drops with use, presumably as a result of
® bre fatigue. The second factor was that the players
developed a familiarity with the surface and they
changed their game accordingly. This latter fact was
supported by the assessment of referees, who remarked
that the game as played on arti® cial pitches was faster
and there were fewer hard challenges and sliding tackles.
The Football League also noted the lower incidence of
dislocations and fractures on arti® cial surfaces, agreeing
with Winterbottom (1985) and Ekstrand and Nigg
(1989); this was also attributed to the changes in the
way in which the game was played.
The adaptation of players to the surface is an important
factor in surface-related injuries. Ekstrand and
Gilquist (1983) repor ted that the risk of traumatic
injury increased when changing from one type of
surface to another. They suggested that it took about
six games for a player to adapt. This poses obvious
problems for players who change frequently from one
type of surface to another during the competitive
season; as a consequence, they are likely to be at a
greater risk of injury. Recently, in a study of soccer
injuries in Iceland, Arnason et al. (1996) found a 2.5
times greater incidence of injuries on arti® cial surfaces
compared to grass surfaces, with no clear diþ erences in
injury pro® les between the two and a higher overall
injury incidence than found in other studies. It may be
that the rapid change between surface types required by
the players in this study as a result of their playing
environment was a causative factor.
Arti® cial surfaces other than arti® cial turf are used
and these may lead to an even greater number of injuries.
Ekstrand (1994) reported injuries to be six times
more likely on gravel compared to arti® cial turf; in
contrast, Arnason et al. (1996) found that there were
fewer injuries on gravel than on grass, and three times
fewer on gravel than on ar ti® cial turf . Pitch size can also
have an eþ ect on injury rate. Hoþ and Martin (1986)
found that, in indoor soccer, the injury rate was six
times that of matches played on a full-size pitch. They
attributed this to the smaller playing area and con® ning
walls, which increased the intensity of play and thus the
risk of injury.
Heading of the ball and head injur ies
The possible injurious eþ ect of heading the ball has
been the subject of recent biomechanical investigations
as a result of potential legal cases over the misuse of
equipment for young players. The incidence of head
injury is more prevalent than is generally acknowledged.
Barnes et al. (1994) reported that, in a sample of 72
active players, 89% had experienced some kind of head
trauma. While these injuries were acute (loss of consciousness,
fractures, nose bleed, mouth lacerations),
there is a worry that the cumulative eþ ects of head
trauma can also produce a risk. The serious eþ ects of
accumulated head trauma have been reported by several
authors. Tysvaer and Storli (1981) found that, in a sample
of 128 active Norwegian players, 50% experienced
230 Lees and Nolan
symptoms associated with head impacts. In a follow-up
study on a sample of 37 former Norwegian players,
Tysvaer and Lochen (1991) reported that 81% demonstrated
some form of intellectual impairment, which
was attributed to cumulative trauma probably the result
of repeatedly heading the ball. Sortland et al. (1982)
reported that, in a sample of 43 former Norwegian
players, 21% complained of chronic neck problems,
with 58% showing a decreased range of motion and
radiographic abnormalities. However, Jordan et al.
(1996), in a comparison of the MRI scans of national
level US soccer players and elite track athletes, found no
evidence of accumulated trauma in either group and no
diþ erences between the groups. They concluded that
brain damage was more likely to result from acute
trauma and alcohol abuse rather than repetitive ball
heading. Despite this, it would appear that there is
suYcient evidence to suggest that intense involvement
in soccer might lead to severe long-term head and neck
problems and that, in part, these might be due to
heading the ball.
Brain damage can develop from: (1) direct impact
leading to excessive linear acceleration of the brain,
which causes compression waves and high internal
pressures; and (2) a glancing impact leading to rotational
accelerations of the brain, which cause shearing
between the brain and the skull (Levendusky et al.,
1988). The linear and rotational accelerations of the
head during impact can be determined, although it is
not known precisely what levels of acceleration are
thought to cause injury. For direct blows, a tolerance
level of about 80 g is thought to lead to a loss of consciousness.
This ® gure comes from the measured
acceleration of a professional boxer’ s punch (Atha et al.,
1985). The tolerance levels for rotational accelerations
are more diYcult to estimate. Holburn (1943) has suggested
that a rotational acceleration of 7500 rad s- 2 would
lead to a loss of consciousness, whereas Stalnaker et al.
(1977) suggested a ® gure of 5500 rad s- 2. More recently,
Schneider and Zernicke (1988) used a ® gure of 1800
rad s- 2 to indicate a tolerance threshold based on the
Head Injury Criterion used in vehicle accident research.
Burslem and Lees (1988) used a twin accelerometry
system to investigate the acceleration of the head when
heading the ball at a relatively low speed (ball speed
of about 7 m s- 1). They found that the accelerations
produced by the head on contact with the ball were
about 15 g, and the rotational accelerations were about
200 rad s- 2. Both of these ® gures are well below the
tolerance levels identi® ed above. Townend (1988) used
a mathematical model based on two spheres colliding as
a simulation of central impact. Using an initial ball
velocity of 10 m s- 1 and a head impact velocity of 3± 5
m s- 1, he found the impact acceleration of the head to be
about 20± 25 g. His simulation also predicted that the
impact acceleration would increase as the head± ball
mass ratio decreased. The impact acceleration was
found to increase as a linear function of ball mass, and
decrease with an increase in a player’ s body mass. The
heads of lightweight players therefore receive a proportionately
larger impact acceleration. In a more
detailed simulation, Schneider and Zernicke (1988)
estimated that, for a relative head± ball speed of 10 m s- 1
and a head± ball mass ratio of 10, the initial acceleration
of the head was about 19 g. This is in agreement with the
results of Burslem and Lees (1988) and Townend
(1988). It implies that there is no immediate danger
from heading the ball. However, these results suggest
that there might be a danger for small children. If
head± ball mass ratios drop to about 3 (typical for young
children), then heading a fast ball would put them close
to the tolerance threshold. The practical solution is
to reduce the mass of the ball for young players, and
ensure, by instruction and the rules of the game, that
they do not try to head fast-moving balls.
The results for rotational accelerations of the head are
also in general agreement. The 200 rad s- 2 repor ted by
Burslem and Lees (1988) is well below the tolerance
threshold of injury. Schneider and Zernicke (1988)
estimated that, for a header with a relative impact speed
of 10 m s- 1, the rotational acceleration is 366 rad s- 2, well
below their tolerance threshold. However, for children
using a full-size ball (head± ball mass ratio of about 3)
and trying to head a fast-moving ball (20 m s- 1 or more),
the rotational acceleration tolerance threshold is easily
reached. Their analysis suggested that the tolerance
threshold was reached more easily for rotational impacts
than for linear impacts. The general conclusion that can
be drawn is that, although heading a soccer ball appears
to be below the injury threshold, care needs to be taken,
particularly when dealing with young children during
the development of their skill. If the head± ball mass ratio
can be increased by using the muscles of the neck, the
eþ ect of the impact can be reduced. Skill training can
therefore play an important preventative role.
Summary
Soccer injuries are the result of many interrelating
factors, some of which can be isolated. For example,
the soccer boot has a poor protective function. Careful
boot design can have a minor in¯ uence on the severity
of inversion injuries. The inadequacy of the boot,
primarily determined by performance requirements, is
indicated by the need for, and success of, alternative
methods of providing ankle stability. Unlike the developments
in running shoe technology, little attention
has been paid to shock reduction or rear-foot control
characteristics of the soccer boot, which are often considered
aetiological factors in injury. Arti® cial surfaces
The biomechanics of soccer: A review 231
produce diþ erent injury pro® les than natural turf
pitches. There appears to be a tendency for fewer
serious injuries but more minor injuries on arti® cial
turf compared to natural turf pitches. It seems that the
type of surface may be indirectly responsible for a
change in injury pro® le by changing the nature of the
game. This change requires an adaptation period, and
players are more likely to be at risk if they change frequently
from one type of surface to another. Obtaining
clear evidence of speci® c pitch constructional characteristics
on injury is complicated by the interacting
in¯ uences of a number of factors. Long-term brain
damage in soccer would seem to be a possibility,
particularly for children, as a result of heading the ball.
Careful instruction and skill development, together
with correct equipment, is necessary for young players.
Tolerance thresholds are not well known, and although
simulation results suggest the importance of ball mass,
ball speed and player mass, there is still insuYcient
experimental data on head impact characteristics when
heading the ball. In particular, there is no information
regarding diþ erent methods of heading, the frequency
of occurrence of these methods, and the in¯ uence of
neck and shoulder muscles to increase the eþ ective mass
involved in the impact.
Conclusions
In this review, we have shown the diþ erent ways in
which biomechanics has been applied to soccer. We
focused on three main areas of application and showed
that the biomechanics of soccer is based on descriptive
experimental work that has covered a wide range of
topics, but there is little evidence of researchers taking
a systematic approach. There is much interest in
kicking as a skill, but there remain many gaps that biomechanists
can ® ll. As a consequence of these gaps,
experimental investigations have thrown up relatively
few contentious issues. Where these exist, it is more
likely to be the re¯ ection of subjects or the analytical
equipment used rather than a con¯ ict in understanding
the underlying mechanisms of performance. In some
examples, experimental work has given way to the use of
biomechanical modelling techniques. These have
helped both to investigate problems, in particular of an
injury-related nature where experimentation would be
diYcult to conduct, and to provide an understanding
of underlying mechanisms of performance. The multifactor
in¯ uences associated with many of the topics
considered are a limitation to our understanding, yet
this avenue of research must continue to be explored
if real progress is to be made.
In this review, we have shown that many features of
the game of soccer are amenable to biomechanical
treatment. There are still many opportunities for biomechanists
to have a role in the science of soccer, and it
is hoped that this review will help to direct future
investigations.
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K. Davids and W.J. Murphy), pp. 394± 398. London:
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ciao

the deformability of the foot should be minimized. Foot deformability occurred at the front of the foot, and so contact between the foot and the ball should be made as close as possible to the ankle joint and not on the toes of the foot. Asai et al. (1995) investigated the detailed deformation of the foot during ball impact. They found that there was a greater deformation at the metatarsophalangeal joint than at the ankle joint, con® rming Asami and Nolte’ s results. However, they did not con® rm the relationship between foot deformation and resultant ball speed; they suggested this was because the contact position of ball on the foot varied much less in their investigation than that of Asami and Nolte (1983), leading to a lower spread of data. Using typical values for the masses of the foot and the ball, the ratio M/[M + m] would have a value of about 0.8. The term [1 + e] would have a value of about 1.5. Therefore, the product of the two suggests that the ball should travel at about 1.2 times the velocity of the foot. Equation (1) now becomes: vba ll = 1.2 * vfoot (2) This implies that there should be a positive correlation between foot and ball speed, and that the foot-to-ball speed ratio for instep kicking should be approximately 1.2. Data on both of these points have been reported above and con® rms the expectations. Sub-maximal kicking also appears to follow this general relationship. Zernicke and Roberts (1978) reported a regression equation between foot and ball speed over a ball speed range of 16± 27 m s- 1: vba ll = 1.23 * vfoot + 2.72 (3) This is reassuringly close to the relationship for maximal instep kicking (equation 2) suggested above on the basis of typical data, although the limits over which this regression equation could apply were not speci® ed. Factors aþ ecting kicking performance It is to be expected that there is a relationship between muscle strength and performance because the muscles are directly responsible for increasing the speed of the foot. Tant et al. (1991) attributed the greater ball speed produced by male players, compared to female players, to their greater strength as measured on an isokinetic dynamometer. Although McLean and Tumilty (1993) found no relationship between strength and performance for elite junior players, other researchers have repor ted positive relationships. Cabri et al. (1988) found a high correlation between kick distance and knee ¯ exor (r = 0.77) and knee extensor (r = 0.74) strength as measured by an isokinetic muscle function dynamometer at an angular speed of 3.6 rad s- 1. They also found a signi® cant relationship between kick distance and hip ¯ exor (r = 0.56) and hip extensor (r = 0.56) strength, but this was lower than that for the knee. Similar results have been repor ted by Reilly and Drust (1994) for female soccer players and by Poulmedis et al. (1988) and Narici et al. (1988), who both used ball speed as a measure of performance. If muscle strength is related to performance, then training should show positive eþ ects on ball speed or distance kicked. De Proft et al. (1988) found that, over a season The biomechanics of soccer: A review 219 of speci® c leg muscle strength training, concentric muscle strength increased by 25% and kick performance as measured by kick distance improved by 4%. The correlations between leg strength and distance increased from the beginning to the end of the season. These results show that muscle strength is an important factor in successful performance of the kicking skill and can be developed through appropriate training. It should be noted that the improvement in performance was not wholly determined by the improvement in muscle strength, suggesting that technical factors are still important, and that as strength increases, it is necessary to continue to develop the neuromuscular control of the movement. Other aspects of kicking Other types of kick have also been studied. The sidefoot kick is often used to make a controlled pass. To make a side-foot kick, the foot has to be angled outwards so as to make contact on the medial aspect. This prevents the knee from ¯ exing in the same way as it would for an instep kick. Therefore, the speed of the foot during a side-foot kick is less than that for an instep kick. Contact with the ball is made on the ® rm bones of the medial aspect of the foot and ankle, which provide a much better surface for the impact. This leads to a greater ball-to-foot speed ratio and a relatively greater ball speed than would be gained for an instep kick with the same foot speed. A further advantage is that the ¯ atter side of the foot allows a more accurate placement of the ball. Elliott et al. (1980) investigated the development of the punt kick. They found similar results to those reported by Bloom® eld et al. (1979) in terms of levels and ages of development of the punt kicking skill. The punt kick and drop kick were compared by McCrudden and Reilly (1993). Using 20 adult males as subjects, they found that the mean distance for the best drop kick was 36.1 m, whereas that for the punt kick was 40.1 m. They did not measure speeds or angles of projection; therefore, the reason for the better punt kick distance may be the angle of projection rather than a greater ball speed. They concluded that any recommendation to use the punt kick must be tempered by accuracy and desired angles of projection, which are impor tant in competitive play. Accuracy is often important in kicking skills, but it is known that accuracy of performance deteriorates as speed increases. Asami et al. (1976) reported that, if an accuracy as well as a speed demand is made on the player, the speed drops to about 80% of its maximal value. No further information is available in the literature on this interesting ® nding. The soccer throw-in The throw-in is both a method of restarting the game and a tactical skill. The long-range throw-in can be performed from a stationary position or with a run up. In a stationary throw-in, the movement is performed with the feet side by side on the ground. The throw-in is initiated by ¯ exing the knees and taking the ball backwards with both hands behind the head. As the ball travels backwards with respect to the body, there is an upward extension of the knee joint and a marked pushing of the hips both forwards and upwards. This serves to prepare the upper body for the recoil that will propel the ball forwards. As the upper body star ts to come forwards, there is a sequential unwinding starting with the hips, followed by the shoulders, elbows and, ® nally, the wrists and hands until ball release. The sequence of body segment motions in the running throw-in is similar to that in the standing throwin and can be seen from the kinetogram shown in Fig. 5. This series of rotations in the sagittal plane serves to build up forward rotational velocity of the upper body using the large muscles of the legs and trunk ® rst, and then progressively outwards to the distal segments to gain high ball speed. This mechanism is identical in principle to that used to attain high foot speed in the kick. A graph of typical joint speeds illustrating the sequential nature of the action is given in Fig. 6. Kollath and Schwirtz (1988) investigated the longrange throw-in action of skilled players performing with and without a run up. The running throw-in was found to be clearly better than the standing throw-in. They found that the mean distance achieved using the running throw-in was 24.1 m, compared to 20.9 m for the standing throw-in. The two types of throw-in showed similar angles and heights of release; therefore, the diþ erences in range were attributed to the diþ erences in release speed (15.3 and 14.2 m s- 1, respectively). Sagittal plane angles measured at the ankle, knee and hip diþ ered between the two types of throw-in, suggesting that there were diþ erences in the way each throw-in was performed. The standing throw-in relied more on increasing the acceleration path of the ball, whereas the running throw-in tried to take advantage of the body’ s forward velocity and any additional vertical velocity gained during the pivot over the leading foot. With both types of throw-in, there were diþ erences in the release parameters used to obtain similar ranges. Some players chose to use a lower speed and higher trajectory, whereas others used a greater speed and lower trajectory. The low speed± high trajectory throw might be used by players with poor muscular capability, as a 220 Lees and Nolan Figure 5 A kinetogram of a player performing a standing and run-up throw-in. Reproduced with permission from Reilly et al. (1988, p. 461). Figure 6 Joint speeds for a run-up throw-in. The graphs illustrate the rapid increase in speed achieved by the hand and wrist (and hence ball) during the last phase of the motion. 0 0.2 0.4 0.6 0.8 10 8 6 4 2 0 ball releasWrist e Elbow Shoulder Hip Time (s) Speed (m s ± 1 ) The biomechanics of soccer: A review 221 strategy to reach over a defensive wall, or to ensure that the ball descends more vertically onto the awaiting players. The high speed± low trajectory throw will reduce the time the ball is in the air and might be used as a strategy to reduce the time for the opposition to regroup in defence. Other forms of the throw-in skill appear to take advantage of its attacking capability. One such variant is the `handspring’ throw-in, which ® rst appeared in US collegiate soccer during the 1980s (Levendusky et al., 1985; Messier and Brody, 1986). The player runs up with the ball in both hands, the ball is placed on the ground and the player rotates over it as in a handspring. After the feet hit the ground, the body rotates forwards with the arms and ball above the head. During the recovery from the handspring, the ball is released. The rules state that, for a throw-in to be legal, the player must face the ® eld of play, have both feet in contact with the ground, be on or outside the touchline at release, and deliver the ball from behind and over the head using both hands equally. The handspring throw-in is a novel approach to the throw-in which does not contravene this rule. This type of throw-in is thought to be advantageous, as it can yield a greater release speed and hence a greater range. Messier and Brody (1986) described the mechanics of the conventional running throw-in compared to the handspring throw-in. They studied 13 university level players performing the conventional throw-in and 4 performing the handspring throw-in. Data for the two groups at release are shown in Table 1. These data show that the handspring throw-in achieves considerably greater range with a lower angle of projection than the conventional throw-in. The conventional running throw-in is characterized by the body moving forwards and upwards and rotating forwards. The handspring throw-in is characterized by the body moving forwards and downwards and rotating forwards at a greater speed. As a result, the handspring Table 1 Performance data for the conventional and handspring throw-in at release (after Messier and Brody, 1986) Conventional Handspring Ball speed (m s- 1) Angle of release (°) Distance (m) Centre of mass velocities horizontal (m s- 1) ver tical (m s- 1) Angular velocity (rad s- 1) 18.1 28.0 29.3 1.8 0.9 4.5 23.0 23.0 44.0 3.2 - 0.8 5.5 throw-in is faster with a lower angle of projection and goes further. It would therefore be more suitable for playing strategies that require a fast, long-range ball, although it does require considerable gymnastic skill. Goalkeeping Goalkeeping skills are important in preventing opponents scoring. The goalkeeper has to anticipate attacks on goal and position himself accordingly. There are a number of movement skills that the goalkeeper needs to master, few of which have been subjected to biomechanical analysis. One exception is the diving motions made by goalkeepers when saving a set (penalty) shot (Suzuki et al., 1988). Suzuki et al. analysed two skilled and two less skilled goalkeepers in terms of their ability to dive and save. They found that the more skilled keepers dived faster (4 m s- 1 vs 3 m s- 1) and more directly at the ball. The skilled keepers were able to perform a counter-movement jump and launch themselves into the air and then turn to meet the ball. The less skilled keepers failed to perform a counter-movement, thereby restricting their take-oþ speed. They also failed to turn their body eþ ectively to meet the ball. In this analysis, both quantitative and qualitative methods were used to clarify the diþ erences in performance between the two groups. No other goalkeeping actions have been studied in this way. Summary Great interest has been shown in the maximal instep kick, as demonstrated by the large number of reports found in the literature concerned with this skill. These do not provide a systematic or complete coverage of all aspects of the skill, although it is likely that the general principles and ® ndings are applicable. Descriptive characteristics of the skill have been well de® ned and a wide range of kinematic and kinetic data are available. The mechanisms involved in kicking seem to be well understood, but their further investigation is warranted, particularly in relation to their importance for diverse types of kick. Surprisingly few three-dimensional analyses have been reported and the three-dimensional characteristics of the kicking skill remain unexplored. With the advent of high-speed, on-line data collection systems, it is likely that there will be renewed interest in the analysis of kicking skills. Many skills in soccer are amenable to biomechanical analysis, but relatively few of them have been analysed in depth. There are still many opportunities for biomechanists to apply their analytical methods to soccer skills and to contribute to the development of the science of soccer. 222 Lees and Nolan Soccer equipment The design, construction and performance characteristics of the equipment and apparatus used in soccer are amenable to biomechanical analysis. The equipment used has a major eþ ect on the way the game is played. The ball itself is of a certain size, construction, weight and pressure, all of which aþ ect the way it responds in play. The ground on which the game is played also aþ ects the nature of the game. Surfaces for soccer have evolved in response to both performance and economic needs. The controversy aroused by the introduction of the synthetic surface for soccer has led to biomechanical investigations into the performance and protection characteristics of all types of surfaces. The boot is an important piece of equipment and well-® tting boots not only provide comfort, but also provide a positive interaction between player and surface to create traction for stopping, starting and turning. Boots aid player± ball interaction for passing and shooting and they must also protect the player and be resistant to the stresses of the game. Shin guards are essential in the modern game of soccer for protecting against kicks and blows; they are mandatory in organized play, but until recently have been neglected in biomechanical investigations. The soccer ball The soccer ball is characterized by its mass, diameter, internal pressure, surface texture and composition. A full-size ball is required to have a mass of 0.396± 0.453 kg (14± 16 oz), a circumference of 0.685± 0.711 m (27± 28 inches) and an internal pressure of 60.6± 111.1 kPa (0.6± 1.1 atmospheres). The outer casing or cover should be of leather or another approved material which does not prove dangerous to players. It may be constructed in two main ways: either with panels of material sewn together, or moulded from rubber or plastic with cover panels painted or bonded to the surface. The mass of the ball is restricted by the rules of the game, but small variations in mass can occur because of absorption of water through the seams of the ball, or by absorption through the material. Armstrong et al. (1988) investigated the eþ ect of an increase in mass as a result of absorption on the impact force generated when a soccer ball was dropped from a height of 6 m (producing an impact velocity 9.8 m s- 1) onto a force platform. They found that both moulded and stitched balls absorbed moisture after a prolonged period of soaking; the moulded ball increased its mass by 1.31% and the stitched ball increased its mass by 7.46%. The increase in mass yielded an increase in impact force of 2.76% for the moulded ball and of 8.46% for the stitched ball. The increase in force was thought to be directly related to the increase in ball mass. The internal pressure of a ball is expected to aþ ect its resilience, but Winterbottom (1985) found that the rebound height of a selection of soccer balls showed relatively little change over the legal range of internal pressures. However, he did ® nd variations in rebound height as a result of ball type (which were all nominally at the same pressure of 0.7 atmospheres) of between 3 and 7%, and more marked diþ erences between surface type. Armstrong et al. (1988) investigated the eþ ect of ball pressure on impact force; for a pressure increase from 41.8 to 83.7 kPa (6 to 12 psi), there was an increase in impact force of about 8%. In addition, they found that, as the pressure increased, the load rate increased by 6.9%, indicating a greater impact shock. Ball types vary between the moulded and stitched varieties. Armstrong et al. (1988) found that moulded balls had a 7.3% lower impact force and a 17.9% lower load rate than stitched balls. The lower force of the moulded ball was in part explained by its 2.5% lower mass. In a similar experiment, Levendusky et al. (1988) investigated the impact force for moulded and stitched balls dropped from 18 m (resulting in an impact velocity of 18 m s- 1). They found that the mean impact force ranged from 851 N for the moulded ball to 912 N for the stitched ball (agreeing with Armstrong et al., 1988), but the load rate of the moulded ball was 27% greater than for the stitched ball. The contradiction suggested by the load rate data remained unexplained, although it is likely that it was caused by the ball material properties. The performance of a ball is described by the way it ¯ ies through the air, bounces, skids and rolls on the ground. It is known theoretically (Daish, 1972) that a heavier ball of equal size will retain more of its initial speed during ¯ ight, and that the aerodynamic forces of drag and lift acting on the ball will cause it to alter its ¯ ight path, particularly when the ball spins. Spin aþ ects ball ¯ ight markedly, to the extent that the use of ball spin has become a tactic in the game. While anecdotal evidence supports mechanical theory, there has been little published research on the ¯ ight characteristics of the soccer ball as a function of ball variables described above, including spin. One exception is a report by Levendusky et al. (1988) concerning the diYculty of dropping a soccer ball from a height of 18 m and hitting the target force platform below. Their success rate in hitting the target was no better than 7%; this was explained by the aerodynamic Magnus force acting on the ball as it slowly rotated during its descent. With regard to bouncing, skidding and rolling, Winterbottom (1985) showed that the resilience of the ball on the surface is determined more by the characteristics of The biomechanics of soccer: A review 223 the surface than those of the ball. This is also likely to be true of the frictional properties between a ball and the surface that determine its skid and roll behaviour, although these have not been reported in the literature. Soccer surfaces The performance of a natural turf soccer pitch is dependent on its structural characteristics, weather conditions and its response to wear. How a natural turf surface responds to wear is dependent on several factors, including grass species, grass damage, surface compaction and drainage ability (Baker, 1988; Canaway, 1993). To overcome these diYculties, synthetic soccer surfaces have been introduced, and there has been much conjecture concerning their merits. Attempts have been made to quantify the playing quality of soccer surfaces so that the merits of natural and arti® cial surfaces can be compared (Winterbottom, 1985; Football League, 1989; Baker, 1990). The playing characteristics are thought to be determined by ball± surface interaction, player movement and player± surface interaction. A number of tests have been designed to quantify these characteristics and some have been adopted as a measurement standard (Sports Council, 1984; British Standards Institution, 1989). Ball± surface interaction is evaluated by tests of ball rebound resilience (using a drop height of 3 m), rolling distance (from a predetermined initial velocity) and velocity change (over a distance of 2 m). Player movement is evaluated by the frictional characteristics between a studded boot and a test surface. This takes two forms, a torsional traction test, which uses a loaded studded plate rotated on the surface (Canaway and Bell, 1986), and a sliding traction test, which measures the distance a weighted studded boot travels when supported on a trolley such that the studs just contact the surface of the turf (Baker, 1989). Player± surface interaction is evaluated from measuring the peak deceleration of a sphere dropped onto the surface (simulating head impact with the ground), and by measuring the ground reaction force during a simulated running action using a Berlin Arti® cial Athlete (Kolitzus, 1984). Baker (1990) reported data recorded from several English Soccer League natural turf pitches and presented the inter-quartile range of the data as a basis for formulating playing standards for both natural turf and arti® cial surfaces (Table 2). Baker found that the playing quality of natural turf surfaces varied greatly according to quality of construction, maintenance, amount of wear, position on the pitch and the weather. In general, arti® cial surfaces tended to be more consistent in their playing quality and less dependent on the weather. Although he found that there was considerable overlap with natural turf surfaces for ball rebound resilience, torsional traction, sliding distance and force reduction, he also found that arti® cial surfaces tended to have a greater ball roll distance and peak deceleration for high-energy impacts. These results are similar to those reported by Winterbottom (1985) and the Football League (1989) and led to the latter prohibiting the use of arti® cial surfaces for high-level play in England. They deemed arti® cial surfaces to be suitable for lower-level play, where the economic advantages of the arti® cial surface were of importance. This ® nding has been endorsed by the international authorities of the game (FIFA), and all competitive international matches are currently played on natural turf. It is of interest to know how playing quality of natural turf varies over a season’ s play. Baker (1991) reported data on six League soccer pitches and they all showed similar trends, although the speci® c variations could be related to the constructional properties of each surface. As the season developed, there was a signi® cant reduction in grass cover, which in turn aþ ected other playing properties. This was most noticeable in the goal and mid® eld areas where, in some cases, the ground cover was completely eroded. As the season developed, compaction of the surface intensi® ed, leading to an increased ball rebound resilience, but this did not improve with increased grass cover during the last month of the playing season. Similarly, the distance the ball rolled increased during the season. A signi® cant negative relationship (- 0.75) was found between grass cover and distance rolled. As the season progressed, the surfaces generally became faster and more bouncy. Measures of torsional traction decreased over the season; this was explained by the use of loose sand dressing materials in areas of high wear as the season progressed. Peak deceleration determined by the dropped sphere showed equivocal results and no general conclusion could be drawn concerning seasonal changes. Attempts have been made to quantify the eþ ects of speci® c characteristics of arti® cial surfaces. The age of a surface aþ ects its behaviour. Bowers and Martin (1974) repor ted that the impact absorption characteristics of a 5-year-old arti® cial surface had signi® cantly Table 2 Inter-quar tile range for playing quality tests on natural turf surfaces (after Baker, 1990) Test Inter-quar tile range Ball rebound resilience (%) Distance rolled (m) Velocity change (m s- 1) Torsional traction coeYcient Sliding distance (m) Peak deceleration (g ) Force reduction (%) 31.7± 44.4 6.34± 8.94 0.48± 0.71 1.38± 1.96 0.29± 0.45 103± 140 58.2± 69.8 224 Lees and Nolan deteriorated compared to a newly laid surface. They also showed (Bowers and Martin, 1975) that the coeYcient of sliding fr iction was aþ ected by surface wetness. Diþ erences in the coeYcient of sliding fr iction were reported between wet and dry conditions, with wet conditions (range 1.06± 1.51 depending on stud and cleat types) generally resulting in lower coeYcients than dry conditions (range 1.16± 1.95). In contrast, Winterbottom (1985) repor ted that sliding friction was generally higher when wet. The direction of the pile of a surface aþ ects its fr ictional properties. Bowers and Martin (1975) found that there was an increase of up to 25% in sliding fr iction when the studs were dragged against the pile of the 5-year-old surface, although these increases were not apparent for the new surface. This is in agreement with Winterbottom (1985), who reported a 15% increase in frictional resistance when moving against the pile. Lloyd and Stevenson (1990) devised a new test for measuring the sliding frictional properties of studded boots on samples of arti® cial surfaces. They hydraulically loaded and dragged a shoe sample over a wetted arti® cial surface and measured the vertical and horizontal force components from which the coeYcient of sliding fr iction was determined. Considerable diþ erences were found between arti® cial surfaces, re¯ ecting their material and physical construction. The coeYcient of friction was found to be a function of the normal force applied; as the normal force increased, the coeYcient of fr iction decreased. Under realistic loading forces (approaching body weight), the coeYcient of fr iction ranged from about 0.8 for a foam rubberbacked polypropylene surface to 1.15 for a nylon pile surface. The fr iction force increased by about 8% when sliding against the pile. Several factors combine to aþ ect the response of a surface to sliding friction and it is likely that these factors also aþ ect torsional traction. However, Winterbottom (1985) reported no signi® cant diþ erences in the torsional traction coeYcient between wet and dry conditions for a variety of natural and arti® cial surfaces; he did ® nd that the longer pile and softer shock pad surfaces of arti® cial surfaces tended to give a higher torsional fr iction, although sand-® lled arti® cial surfaces tended to have a lower torsional friction. Torsional fr iction was found to be slightly higher on arti® cial compared to natural turf surfaces. Measurements involving players running over instrumented surfaces have only been reported for arti® cial surfaces, which probably re¯ ects the ease of attaching an arti® cial surface to force-measuring devices. Valiant (1988) presented data on sliding fr iction coeYcients and rotational friction torques for a variety of movements (run, cut or sidestep, pivot). Subjects wore indoor soccer boots and performed on an arti® cial surface. A peak sliding friction coeYcient of 0.8 was found during the braking phase of each movement. The rotational fr iction torque produced during pivoting was 17 N m. When a physical traction testing device was used to measure the maximum fr ictional characteristics of the shoe± surface combination, a friction coeYcient of 1.6 and a rotational fr iction torque of 48 N m were obtained. It would appear that the shoe± surface combination was over-speci® ed, in that it generated a higher fr iction force and torque than required in typical soccer movements. Bell et al. (1985) reviewed the fr iction torque values from a range of surfaces over a number of studies and reported a mean rotational friction torque of 30 N m, con® rming that the conditions used by Valiant were over-speci® ed. The boot The typical football boot is still based on a leather construction, generally cut below the ankles, with a hard outsole to which studs are attached. The thinness of the outsole provides the boot with its ¯ exibility, while its hardness provides a ® rm surface for the attachment of studs. The studs may be either moulded as a part of the boot or detachable, and great variety is seen in sole stud patterns. Boots have a ® rm heel cup but do not usually include the heel counter found in running shoes. Some boots have a raised heel to provide heel lift and a midsole for shock absorption. Most boots have a foam insock to aid comfort and ® t. Although manufacturers take a systematic approach to boot design, there have been very few published scienti® c reports. One notable exception is the work of Rodano et al. (1988). This study took an ergonomic approach to the problem of setting design criteria for the manufacture of a soccer boot. One part involved a clinical examination of the foot and lower limb to de- ® ne normal morphology. Another involved an analysis of foot± ground reaction forces. A third part used a kinematic analysis of various games skills, such as kicking, dribbling and tackling. The data were used to provide a better understanding of the many functions of soccer footwear and to make some speci® c recommendations regarding boot design. Lees and Kewley (1993) also identi® ed that the soccer boot has an ergonomic function. They noted that it must be comfortable to wear and not be an encumbrance to the player or the play required of an individual. It must (1) enable the foot to perform the functions demanded of it, (2) provide protection for the foot and (3) perform in relation to the demands of the game. To assess the demands of the game, Lees and Kewley (1993) investigated the physical demand that was placed on the boot during soccer playing and training. They did this by identifying the major categories of playing movements made during a game of soccer, and recording their frequency of occurrence The biomechanics of soccer: A review 225 Figure 7 The horizontal friction forces acting on the shoe and a stress clock indicating the `hourly’ directions where most stress is located. Reproduced with permission from Reilly et al. (1993, p. 337). Ay ± Jump into the air Ay + Ax + Ax ± Force total = 12507 Time total = 35 Frequency = 100 Hr 12 3 45 67 8 9 10 11 12 00 00 0 18 0 0 19 6966 5403 101 0 0 00 0 10 01 17 15 1 Stress No during both training and playing. These actions were then repeated under laboratory conditions where the ground reaction forces were recorded. The horizontal force data were presented as a vector plot together with a `stress-clock’ (Fig. 7). The stress clock was produced by summing the magnitudes of the force during foot contact which appeared in each of twelve 30° or `hourly’ sectors centred on the major axis of the boot. The force in each sector was accumulated for each playing action taking into account the number of occurrences of each action, and was related to problems experienced by players. Boot-splitting was the most common problem and was reported by 27% of the professional players and 15% of the amateur players questioned. The location of the splits was in the front lateral region of the boot, corresponding well with the main directions of the stress on the boot. It was estimated that, over a period of 90 min of use, the accumulated stress on the boot was three times greater in training than in playing. This has consequences for the type of boot that is used for both types of play. When the foot contacts the ground during a typical running stride, the ground reaction force exceeds 2.5 times body weight (Cavanagh, 1990) and can be much greater in more vigorous soccer movements. Boots should have built into them materials designed to reduce the eþ ect of these forces, but they often do not. The shock force experienced by the player can increase as a result of running speed or type of landing action used and will be greater on hard as opposed to soft surfaces. The shock force can be assessed by the use of accelerometers placed on the lower tibia (Lafortune, 1991), which measures peak shank deceleration. Lees and Jones (1994) investigated this characteristic for soccer boots compared to running shoes when running at a speed of 3.5 m s- 1 on a variety of surfaces. They found that the mean peak shank deceleration when subjects used soccer boots and ran on grass was 25.6 m s- 2; when they used running shoes and ran on grass, it was 23.3 m s- 2 and on concrete it was 26.5 m s- 2. Running on grass signi® cantly reduced the peak shank deceleration, but wearing the less well-protected soccer boots increased the peak shank deceleration by about 10%. The bene® ts of the softer surface were lost when using a boot that had no constructional midsole. Their view was that boot construction, which included a midsole element, would result in a reduction in impact severity. Boot studs and cleats are important for providing traction on a variety of surfaces. They have evolved from a simple ridge on the sole through leather cleats to the 226 Lees and Nolan modern plugs and spikes of various lengths (Segesser and Pforringer, 1989). The grip provided is a function of the depth of penetration of the stud and the ® rmness of the turf . Very wet turf will mean that short studs fail to penetrate into the ® rmer ground underneath and lead to slipping. On the other hand, very hard turf will not allow good penetration and lead to pressure areas on the foot at the heel or forefoot of the boot. Studs of varying length and diameter help to overcome some of these problems. The amount of gr ip provided by a surface is an important component of playing quality and has been dealt with from the point of view of the surface, but stud con® guration and type are also important. Although Winterbottom (1985) found that sliding resistance was aþ ected little by stud con® guration, he did report large diþ erences in the coeYcient of sliding fr iction (0.34± 0.84) between diþ erent stud types. The greatest diþ erence between stud types was found for the torsional traction coeYcients, which ranged from a high of 2.5 to a low of 1.0: this clearly should be matched to the pitch conditions. While players do this subjectively, this is an area which deserves greater research attention. Bowers and Martin (1975) reported large diþ erences in the coeYcient of sliding fr iction between stud and cleat types (range 1.16± 1.95), agreeing with Winterbottom, although the values they reported are noticeably higher. Boots should be able to distribute the force so that it is not concentrated in certain areas, such as under the heel or under the head of the ® rst metatarsal. The positioning of studs is particularly critical, as well as the method of attachment of the stud to the boot. Ring (1995) demonstrated that wide screw studs lead to lower foot temperature than the conventional narrow screw stud, and this promoted foot comfort and reduced the likelihood of blisters. The foot is susceptible to knocking and treading by the feet of other players, thus the material of the boot should provide protection from this. The use of sound or padded leather is necessary. All of these methods have been adopted by manufacturers but no scienti® c data have been reported. Novel design features appear from time to time which purport to enhance performance. Two similar devices relate to stud type. One is a non-symmetrical stud that has an almost aerodynamic shape in cross-section, which is placed in a circular pattern under the ball of the foot. This device, known as `Spingrip’ , purports to allow easier rotation on the foot (a reduction in torsional traction) while still producing good sliding friction for starting and stopping. The second device, known as `Blades’ , is an asymmetrical cleat design that again allows reduced torsional traction while maintaining and enhancing linear motion. While these two devices have appeared on commercially available boots, there have been no published reports of any rigorous scienti® c investigations. Another novel approach to boot design is `Craig’ s Boot’ (British Broadcasting Corporation, 1994). This boot has a toe piece which has a high fr iction surface. This provides better grip between the foot and the ball, which results in a greater force and torque acting on the ball. It is claimed that tests have demonstrated a 27% increase in ball spin and a 7% increase in ball speed, although these values have not been published in the scienti® c literature or veri® ed by other investigators. If the claims are true, the importance of boot design for ball performance will be demonstrated. Boot designers have acknowledged the need to provide adequate forefoot ¯ exibility (Rodano et al., 1988). This is achieved by providing a crease in the sole of the boot along a line where the metatarsal heads would sit in the boot. Although this provides a suitable construction for ¯ exion of the joints, it has been noted by Asami and Nolte (1983) that a major factor aþ ecting the success of a kick is the stiþ ness of the dorsal surface of the foot, which has to sustain forces in excess of 1000 N. This stiþ ness is increased by the presence of the boot, but reduced by the ¯ exibility crease created to promote metatarsophalangeal joint ¯ exion. Lees (1993) has suggested that these two requirements are incompatible, and that it might be possible for the sole of the boot to be designed with a hinge-locking mechanism providing ¯ exion in one direction but stiþ ness in the other. Such a design has yet to be made commercially available. Shin guards Shin guards are used by soccer players to protect their shins and ankles from the eþ ects of direct contact by an opponent’ s boot. Their primary function is to protect the skin, underlying soft tissues and bones of the shank from external impacts. They prevent injury by means of shock absorption, load spreading and by modifying the energy absorption characteristics of the leg system. The wearing of these shin guards is mandatory in soccer, yet their eþ ectiveness in reducing the severity of impact has only recently been evaluated, and no standard methods for their evaluation exist. The shin guard is constructed from a hard outer casing and a softer inner layer. The material used for the outer casing is usually thermoplastic moulded to the curvature of the leg, with a shock-absorbing inner material made of ethylene vinyl acetate (EVA) or some other foam material. Lees and Cooper (1995) tried to measure shin guard performance. They tested the ability of ® ve types of contemporary shin guards to reduce the impact from a direct blow. The methods they used followed those for the testing of cricket pads (British Standards Institution, 1981). This involved dropping a 5 kg mass from a set height of 40 cm and monitoring its deceleration on impact with the shin The biomechanics of soccer: A review 227 guard, which was placed on a wooden shank form supported by a rigid surface. From this, the dwell time and energy return of the shin guard were determined. The results showed that shin guards per se were eþ ective in providing a substantial reduction in impact deceleration of between 40 and 60% when compared to striking the wooden shank form without shin guard protection. They appeared to do this by increasing the dwell time of the striker on the shin guard by 30± 40%. The harder outer shell of the shin guards acted as an area elastic surface (Nigg and Yeadon, 1987) and was eþ ective in spreading the load. Thus it would appear that a combination of peak force reduction and an increase in impact area will reduce the localized pressure, and therefore the likelihood for skin abrasion and penetration from boots or studs. Although over 70% of the impact energy was absorbed, shin guards do not contain suYcient material to absorb large quantities of energy, and so it is unlikely that they are capable of preventing fractures from high-energy blows. The results also showed that there were signi® cant diþ erences between shin guards in their ability to reduce peak deceleration. This reduction ranged from 28 to 56% of the impact deceleration obtained without a shin guard. The shin guard which performed less well was constructed of a thermoplastic outer casing with a foam inner layer; the shin guard which performed best was of a similar thermoplastic outer shell but with a 5 mm EVA inner layer. Summary Many factors interact to aþ ect the response of the equipment used within the game of soccer. The equipment has mechanical characteristics which are subject to variation, but which can be measured reasonably well. The interaction between the player and the equipment is also a source of variation, but this is diYcult to quantify and makes the eYcacy of the equipment more diYcult to predict. Although equipment manufacturers will undoubtedly have conducted extensive research, little of this is in the public domain. Nevertheless, the examples have illustrated general principles which can be applied across a range of soccer equipment. Biomechanical aspects of soccer injury A third major area of concern in the biomechanics of soccer is the causative mechanisms of injury; these will help us to understand better the principles of injury prevention. Injury generally originates from physical causes and arises from forces greater than those which can be tolerated by the biological structures. Injury mechanisms may be due to player ® tness, training errors, the rules of the game, the weather and equipment (Ekstrand and Nigg, 1989). Here, we restrict ourselves to an investigation of certain types of injury in soccer associated with selected equipment, where the biomechanical mechanisms can be identi® ed to provide an understanding of causative factors. Soccer is a contact sport and injuries to players are frequent. In most injury surveys, soccer has been reported to be the game with most injuries or injuries per exposure (Sports Council, 1992; Arnason et al., 1996). Lower extremity injuries are by far the most prevalent, accounting for over three-quarters of reported injuries (Ekstrand, 1994). Of these, about one-third are overuse injuries and two-thirds are acute injuries (Ekstrand and Nigg, 1989). It is relevant to investigate whether the boots used and surfaces played on are factors in these lower limb injuries. There is growing concern over the long-term consequences of minor injuries, which are often not re¯ ected in injury statistics. To this extent, the impact received by the head when heading the ball may lead to longer-term brain damage and can be investigated biomechanically. Boots The soccer boot has many functions. It must be comfor table, ® t the foot well and allow freedom of movement, while providing protection against external forces, spreading the pressures over the sole of the boot and controlling foot movement, particularly of the rear foot. The soccer boot was traditionally made with a high ankle support. The advent of a faster running game has led to a preference for the low-cut soccer-type boot, which allows greater movement of the ankle and subtalar joints. This lower-cut boot sacri® ces protection for performance; consequently, more frequent and more severe ankle injuries occur. The major ankle injury resulting from foot instability is the ankle inversion sprain. Ankle inversion injuries are reported to be responsible for 9.6% of all soccer injuries (Kibler, 1993) and are thought to be the most common injury in the game (Surve et al., 1994), indicating that the soccer boot performs its protective functions poorly. The role of the boot in protecting the ankle joint was investigated by Johnson et al. (1976). They investigated the torsional stiþ ness about an anterior-posterior axis through the ankle joint for diþ erent designs of boot uppers. They modelled the shank and foot using a massspring- dashpot system, which gives the joint its load response characteristics (Fig. 8). The boot added another restrictive layer to the outside of the ankle, allowing the natural stiþ ness of the joint to be supplemented by the properties of the boot. The low-cut boot 228 Lees and Nolan Figure 8 A foot and ankle model based on a spring and dashpot system, with the eþ ect of additional stiþ ness from high-cut and low-cut boots. Redrawn with permission from Johnson et al. (1976). shank talus foot C effect of low cut boot shank talus foot B effect of high cut boot shank talus foot A protected the subtalar joint, whereas the higher-cut boot protected both this joint and the ankle joint. The mean angular stiþ ness of the foot in the high-cut boot was 14.6 N m rad- 1, whereas for the low-cut boot it was 9.6 N m rad- 1. A high-cut boot thus provides over 50% more torsional stiþ ness than a low-cut boot. Johnson et al. concluded that the loads carried by the collateral ligaments in either an inversion or eversion injury would be reduced when wearing high-cut boots compared to low-cut boots. They also found that the torsional stiþ - ness was aþ ected by the material used and the geometry of boot construction. One interesting conclusion they came to was that, if low-cut boots were to be worn, it would be better for the material to be as soft as possible. This is because the subtalar joint has a certain amount of mobility, and if the ankle is turned in an inversion± eversion mode, a low-cut boot would allow the subtalar joint to accommodate most of the movement. If a low-cut boot was of a stiþ construction, then the boot would transfer some of the load away from the subtalar joint to the ankle joint. As the latter joint does not have any ¯ exibility in the inversion± eversion direction, the additional load would be taken up by the collateral ligaments, leading to a greater likelihood of ligament damage. On the other hand, a high-cut boot should be made with stiþ material because it already has a protective function for the ankle joint and collateral ligaments. The stiþ er the material, the more the load is taken by the boot material rather than the ligaments. It should be noted, however, that a high-cut boot with stiþ material is only about twice as stiþ as a low-cut boot constructed of low-stiþ ness material, and that for a severe inversion movement, even a high-cut boot would be insuYcient to prevent damage occurring. Players’ preference for a low-cut design, with its consequential inability to protect from serious ankle injury, has led to the widespread use of various supplementary methods for increasing ankle joint stiþ ness. Taping provides an additional layer of support to the ligaments of the joints and is a favoured prophylactic procedure, although its eþ ectiveness may not be long-lasting. The eYcacy of this procedure is illustrated by the work of Surve et al. (1994), who reported a ® ve-fold reduction in the incidence of ankle sprains when using a `Sport- Stirrup’ semi-rigid orthosis in soccer players who had a history of ankle sprains. This orthosis was constructed as a stirrup of thermoplastic material placed around the sole and medial and lateral sides of the ankle joint, and contained two in¯ atable air cells on its inner surface at the level of the malleoli. Even players who had no previous history of ankle injury appeared to bene® t, as the authors found a two-fold reduction in the incidence of injury for these players. As well as reducing the incidence of injury, the orthosis also reduced the severity of injury. There was a ® ve-fold reduction in more severe ankle sprains compared to mild sprains in the players with a previous history of ankle sprains, although there was no diþ erence between the incidence of mild and severe sprains for players without a history of ankle sprains. The orthosis did not lead to a greater incidence of injury at other joints in the body, and the authors concluded that the use of this particular semi-rigid orthosis was to be recommended for the reduction of ankle injuries in soccer players. The biomechanics of soccer: A review 229 Surfaces Ekstrand and Nigg (1989) suggested that 24% of the injuries in soccer could be attributed to unsatisfactory playing surfaces, but these often occurred in association with one or more other factors, such as poor footwear, muscle tightness or joint instability. The main precursor to injury was thought to be the rapid changes between diþ erent types of playing surfaces (during winter preseason training) combined with inferior shoes. They found no direct evidence that a harder (higher stiþ ness) arti® cial surface produced more traumatic injuries than a softer (lower stiþ ness) surface, although they did speculate that the harder surface might lead to more overuse injuries. Winterbottom (1985) summarized the results of studies concerned with injuries on natural and arti® cial turf pitches. He reported that, in general, there was no diþ erence in the number of injuries per exposure on either type of surface; where a diþ erence was reported, arti® cial turf tended to produce fewer injuries than natural turf . In general, there are a greater number of traumatic injuries on natural turf compared to arti® cial turf pitches, while there are considerably more (up to 15 times) minor abrasions and friction burns on arti- ® cial turf compared to natural turf pitches. Subsequent studies by Ekstrand and Nigg (1989) and the Football League (1989) suppor t these ® ndings. One concern regarding arti® cial turf is the possibility of generating high translational and rotational friction loads that could place a greater load on a player’ s knee. In a report of American Football injuries (Zemper, 1984), the incidence of knee injuries was found to be over twice as high on arti® cial turf surfaces. However, it should be pointed out that American Football is a collision sport and requires diþ erent skills from those of soccer players; this could aþ ect the extrapolation of these ® ndings to arti® cial soccer pitches. Other factors that aþ ect the translational and rotational loads are stud type, length, diameter and con® guration; these can be manipulated to optimize translational and rotational friction, and have been reviewed above. The Football League (1989) acknowledged that there was a `fear factor’ associated with playing on arti® cial surfaces, which presumably refers to the likelihood of sustaining abrasion or fr iction burn injuries. It was noted that the incidence of fr iction burns decreased over the duration of the investigation, and this was attributed to two main factors. The ® rst was the change associated with the wear of an arti® cial pitch; when new, its pile is upright but drops with use, presumably as a result of ® bre fatigue. The second factor was that the players developed a familiarity with the surface and they changed their game accordingly. This latter fact was supported by the assessment of referees, who remarked that the game as played on arti® cial pitches was faster and there were fewer hard challenges and sliding tackles. The Football League also noted the lower incidence of dislocations and fractures on arti® cial surfaces, agreeing with Winterbottom (1985) and Ekstrand and Nigg (1989); this was also attributed to the changes in the way in which the game was played. The adaptation of players to the surface is an important factor in surface-related injuries. Ekstrand and Gilquist (1983) repor ted that the risk of traumatic injury increased when changing from one type of surface to another. They suggested that it took about six games for a player to adapt. This poses obvious problems for players who change frequently from one type of surface to another during the competitive season; as a consequence, they are likely to be at a greater risk of injury. Recently, in a study of soccer injuries in Iceland, Arnason et al. (1996) found a 2.5 times greater incidence of injuries on arti® cial surfaces compared to grass surfaces, with no clear diþ erences in injury pro® les between the two and a higher overall injury incidence than found in other studies. It may be that the rapid change between surface types required by the players in this study as a result of their playing environment was a causative factor. Arti® cial surfaces other than arti® cial turf are used and these may lead to an even greater number of injuries. Ekstrand (1994) reported injuries to be six times more likely on gravel compared to arti® cial turf; in contrast, Arnason et al. (1996) found that there were fewer injuries on gravel than on grass, and three times fewer on gravel than on ar ti® cial turf . Pitch size can also have an eþ ect on injury rate. Hoþ and Martin (1986) found that, in indoor soccer, the injury rate was six times that of matches played on a full-size pitch. They attributed this to the smaller playing area and con® ning walls, which increased the intensity of play and thus the risk of injury. Heading of the ball and head injur ies The possible injurious eþ ect of heading the ball has been the subject of recent biomechanical investigations as a result of potential legal cases over the misuse of equipment for young players. The incidence of head injury is more prevalent than is generally acknowledged. Barnes et al. (1994) reported that, in a sample of 72 active players, 89% had experienced some kind of head trauma. While these injuries were acute (loss of consciousness, fractures, nose bleed, mouth lacerations), there is a worry that the cumulative eþ ects of head trauma can also produce a risk. The serious eþ ects of accumulated head trauma have been reported by several authors. Tysvaer and Storli (1981) found that, in a sample of 128 active Norwegian players, 50% experienced 230 Lees and Nolan symptoms associated with head impacts. In a follow-up study on a sample of 37 former Norwegian players, Tysvaer and Lochen (1991) reported that 81% demonstrated some form of intellectual impairment, which was attributed to cumulative trauma probably the result of repeatedly heading the ball. Sortland et al. (1982) reported that, in a sample of 43 former Norwegian players, 21% complained of chronic neck problems, with 58% showing a decreased range of motion and radiographic abnormalities. However, Jordan et al. (1996), in a comparison of the MRI scans of national level US soccer players and elite track athletes, found no evidence of accumulated trauma in either group and no diþ erences between the groups. They concluded that brain damage was more likely to result from acute trauma and alcohol abuse rather than repetitive ball heading. Despite this, it would appear that there is suYcient evidence to suggest that intense involvement in soccer might lead to severe long-term head and neck problems and that, in part, these might be due to heading the ball. Brain damage can develop from: (1) direct impact leading to excessive linear acceleration of the brain, which causes compression waves and high internal pressures; and (2) a glancing impact leading to rotational accelerations of the brain, which cause shearing between the brain and the skull (Levendusky et al., 1988). The linear and rotational accelerations of the head during impact can be determined, although it is not known precisely what levels of acceleration are thought to cause injury. For direct blows, a tolerance level of about 80 g is thought to lead to a loss of consciousness. This ® gure comes from the measured acceleration of a professional boxer’ s punch (Atha et al., 1985). The tolerance levels for rotational accelerations are more diYcult to estimate. Holburn (1943) has suggested that a rotational acceleration of 7500 rad s- 2 would lead to a loss of consciousness, whereas Stalnaker et al. (1977) suggested a ® gure of 5500 rad s- 2. More recently, Schneider and Zernicke (1988) used a ® gure of 1800 rad s- 2 to indicate a tolerance threshold based on the Head Injury Criterion used in vehicle accident research. Burslem and Lees (1988) used a twin accelerometry system to investigate the acceleration of the head when heading the ball at a relatively low speed (ball speed of about 7 m s- 1). They found that the accelerations produced by the head on contact with the ball were about 15 g, and the rotational accelerations were about 200 rad s- 2. Both of these ® gures are well below the tolerance levels identi® ed above. Townend (1988) used a mathematical model based on two spheres colliding as a simulation of central impact. Using an initial ball velocity of 10 m s- 1 and a head impact velocity of 3± 5 m s- 1, he found the impact acceleration of the head to be about 20± 25 g. His simulation also predicted that the impact acceleration would increase as the head± ball mass ratio decreased. The impact acceleration was found to increase as a linear function of ball mass, and decrease with an increase in a player’ s body mass. The heads of lightweight players therefore receive a proportionately larger impact acceleration. In a more detailed simulation, Schneider and Zernicke (1988) estimated that, for a relative head± ball speed of 10 m s- 1 and a head± ball mass ratio of 10, the initial acceleration of the head was about 19 g. This is in agreement with the results of Burslem and Lees (1988) and Townend (1988). It implies that there is no immediate danger from heading the ball. However, these results suggest that there might be a danger for small children. If head± ball mass ratios drop to about 3 (typical for young children), then heading a fast ball would put them close to the tolerance threshold. The practical solution is to reduce the mass of the ball for young players, and ensure, by instruction and the rules of the game, that they do not try to head fast-moving balls. The results for rotational accelerations of the head are also in general agreement. The 200 rad s- 2 repor ted by Burslem and Lees (1988) is well below the tolerance threshold of injury. Schneider and Zernicke (1988) estimated that, for a header with a relative impact speed of 10 m s- 1, the rotational acceleration is 366 rad s- 2, well below their tolerance threshold. However, for children using a full-size ball (head± ball mass ratio of about 3) and trying to head a fast-moving ball (20 m s- 1 or more), the rotational acceleration tolerance threshold is easily reached. Their analysis suggested that the tolerance threshold was reached more easily for rotational impacts than for linear impacts. The general conclusion that can be drawn is that, although heading a soccer ball appears to be below the injury threshold, care needs to be taken, particularly when dealing with young children during the development of their skill. If the head± ball mass ratio can be increased by using the muscles of the neck, the eþ ect of the impact can be reduced. Skill training can therefore play an important preventative role. Summary Soccer injuries are the result of many interrelating factors, some of which can be isolated. For example, the soccer boot has a poor protective function. Careful boot design can have a minor in¯ uence on the severity of inversion injuries. The inadequacy of the boot, primarily determined by performance requirements, is indicated by the need for, and success of, alternative methods of providing ankle stability. Unlike the developments in running shoe technology, little attention has been paid to shock reduction or rear-foot control characteristics of the soccer boot, which are often considered aetiological factors in injury. Arti® cial surfaces The biomechanics of soccer: A review 231 produce diþ erent injury pro® les than natural turf pitches. There appears to be a tendency for fewer serious injuries but more minor injuries on arti® cial turf compared to natural turf pitches. It seems that the type of surface may be indirectly responsible for a change in injury pro® le by changing the nature of the game. This change requires an adaptation period, and players are more likely to be at risk if they change frequently from one type of surface to another. Obtaining clear evidence of speci® c pitch constructional characteristics on injury is complicated by the interacting in¯ uences of a number of factors. Long-term brain damage in soccer would seem to be a possibility, particularly for children, as a result of heading the ball. Careful instruction and skill development, together with correct equipment, is necessary for young players. Tolerance thresholds are not well known, and although simulation results suggest the importance of ball mass, ball speed and player mass, there is still insuYcient experimental data on head impact characteristics when heading the ball. In particular, there is no information regarding diþ erent methods of heading, the frequency of occurrence of these methods, and the in¯ uence of neck and shoulder muscles to increase the eþ ective mass involved in the impact. Conclusions In this review, we have shown the diþ erent ways in which biomechanics has been applied to soccer. We focused on three main areas of application and showed that the biomechanics of soccer is based on descriptive experimental work that has covered a wide range of topics, but there is little evidence of researchers taking a systematic approach. There is much interest in kicking as a skill, but there remain many gaps that biomechanists can ® ll. As a consequence of these gaps, experimental investigations have thrown up relatively few contentious issues. Where these exist, it is more likely to be the re¯ ection of subjects or the analytical equipment used rather than a con¯ ict in understanding the underlying mechanisms of performance. In some examples, experimental work has given way to the use of biomechanical modelling techniques. These have helped both to investigate problems, in particular of an injury-related nature where experimentation would be diYcult to conduct, and to provide an understanding of underlying mechanisms of performance. The multifactor in¯ uences associated with many of the topics considered are a limitation to our understanding, yet this avenue of research must continue to be explored if real progress is to be made. In this review, we have shown that many features of the game of soccer are amenable to biomechanical treatment. There are still many opportunities for biomechanists to have a role in the science of soccer, and it is hoped that this review will help to direct future investigations. References Aitcheson, I. and Lees, A. (1983). A biomechanical analysis of place kicking in Rugby Union Football. Journal of Spor ts Sciences , 1, 136± 137. 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