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Introduction to Sports Biomechanics: Analysing Human Movement ...

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INTRODUCTION<br />

xx<br />

two approaches. Finally, I present a cautionary tale of unreliable data as a warning <strong>to</strong> the<br />

analysis of data containing unacceptable measurement errors, providing a backdrop for<br />

the last three chapters.<br />

Chapters 4 <strong>to</strong> 6 focus mainly on quantitative analysis of sports movements. Chapter<br />

4 covers the use of videography in the study of sports movements, including the<br />

equipment and methods used. The necessary features of video equipment for recording<br />

movements in sport will be considered, along with the advantages and limitations of<br />

two- and three-dimensional recording of sports movements. I will outline the possible<br />

sources of error in recorded movement data and describe experimental procedures that<br />

would minimise recorded errors in two- and three-dimensional movements. The need<br />

for smoothing or filtering of kinematic data will be covered, and the ways of performing<br />

this will be <strong>to</strong>uched on. I will also outline the requirement for accurate body segment<br />

inertia parameter data and how these can be obtained, and some aspects of error<br />

analysis. Projectile motion will be considered and equations presented <strong>to</strong> calculate the<br />

maximum vertical displacement, flight time, range and optimum projection angle of a<br />

simple projectile for specified values of the three projection parameters. Deviations of<br />

the optimal angle for the sports performer from the optimal projection angle will be<br />

explained. We will also look at the calculation of linear velocities and accelerations<br />

caused by rotation and conclude with a brief consideration of three-dimensional<br />

rotation.<br />

Chapter 5 deals with linear ‘kinetics’, which are important for an understanding<br />

of human movement in sport and exercise. This includes the definition of force, the<br />

identification of the various external forces acting in sport and how they combine, and<br />

the laws of linear kinetics and related concepts, such as linear momentum. We will<br />

address how friction and traction influence movements in sport and exercise, including<br />

reducing and increasing friction and traction. Fluid dynamic forces will also be considered<br />

and I will outline the importance of lift and drag forces on both the performer<br />

and on objects for which the fluid dynamics can impact on a player’s movements. We<br />

will emphasise both qualitative and quantitative aspects of force–time graphs. The<br />

segmentation method for calculating the position of the whole body centre of mass of<br />

the sports performer will be explained. The vitally important <strong>to</strong>pic of rotational kinetics<br />

will be covered, including the laws of rotational kinetics and related concepts such as<br />

angular momentum and the ways in which rotation is generated and controlled in<br />

sports motions. The use of force plates in sports biomechanics will be covered, including<br />

the equipment and methods used, and the processing of force plate data. We will<br />

also consider the important measurement characteristics required for a force plate in<br />

sports biomechanics. The procedures for calibrating a force plate will be outlined, along<br />

with those used <strong>to</strong> record forces in practice. The different ways in which force plate data<br />

can be processed <strong>to</strong> obtain other movement variables will be covered. The value of<br />

contact pressure measurements in the study of sports movements will also be considered.<br />

Some examples will be provided of the ways in which pressure data can be<br />

presented <strong>to</strong> aid analysis of sports movements.<br />

Chapter 6 focuses on the ana<strong>to</strong>mical principles that relate <strong>to</strong> movement in sport and<br />

exercise. This includes consideration of the planes and axes of movement and the

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