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Introduction to Sports Biomechanics: Analysing Human Movement ...

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INTRODUCTION TO SPORTS BIOMECHANICS<br />

126<br />

All the calibration points must be clearly visible on the images from both cameras;<br />

they must also have three-dimensional coordinates that are accurately known.<br />

Placements of cameras must relate <strong>to</strong> the algorithm chosen for reconstruction of<br />

the movement–space coordinates. Deviations from these requirements will cause<br />

errors.<br />

In summary, digitised coordinate data will be contaminated with measurement<br />

inaccuracies or errors. These will be random (noise), systematic, or both. All obvious<br />

systematic errors, such as those caused by lens dis<strong>to</strong>rtion and errors in calibration<br />

objects, should be identified and removed, for example by calibration or software<br />

corrections. Any remaining sources of systematic error will then be very small or of low<br />

frequency and will, therefore, have little effect on velocities and accelerations. The<br />

remaining random noise in the displacement data, expressed as relative errors, has been<br />

estimated as within 1% for a point in the pho<strong>to</strong>graphic plane for two-dimensional<br />

videography and within 2% for a point in the calibration volume for three-dimensional<br />

videography. Random errors must be minimised at source by good experimental procedures.<br />

Any remaining noise should be removed, as far as possible, from the digitised<br />

data before further data processing. These two aspects will be covered in the next two<br />

sections. Also, consideration needs <strong>to</strong> be given <strong>to</strong> the estimation of errors in digitised<br />

coordinate data and their effects on derived values.<br />

EXPERIMENTAL PROCEDURES<br />

Two-dimensional recording procedures<br />

The following steps have often been considered necessary <strong>to</strong> minimise errors recorded<br />

during two-dimensional videography, thereby improving the accuracy of all derived<br />

data, and can still often prove useful, particularly for students who are unfamiliar with<br />

videography. These procedures also allow a simple linear transformation from image<br />

<strong>to</strong> movement-plane coordinates using simple scale information recorded in the field of<br />

view.<br />

The camera should be mounted on a stationary, rigid tripod pointing <strong>to</strong>wards the<br />

centre of the plane of motion and there should be no movement (panning or tilting)<br />

of the camera.<br />

The camera should be sited as far from the action as possible <strong>to</strong> reduce perspective<br />

error. A telepho<strong>to</strong> zoom lens should be used <strong>to</strong> bring the performer’s image <strong>to</strong> the<br />

required size.<br />

The focal length of the lens should be carefully adjusted <strong>to</strong> focus the image. This is<br />

best done, for zoom lenses, by zooming in on the performer, focusing and then<br />

zooming out <strong>to</strong> the required field of view. The field of view should be adjusted <strong>to</strong><br />

coincide with the performance area that is <strong>to</strong> be recorded. This maximises the size of<br />

the performer on the projected image and increases the accuracy of digitising.

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