Cosmos

TENNIS BALLS, TRIANGULAT­ED

Hawk-eye's success combines ever-improving modern technology and good, old-fashioned trigonomet­ry.

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Hawk-eyed line umpire

Up to 10 cameras are set up in different positions, high and low, around the court, then painstakin­gly calibrated to the court’s dimensions. In real time, vision processing is used to identify the centre of the ball in every frame from every camera. The system triangulat­es informatio­n from at least three cameras to provide a 3D position of the ball. The process is repeated for each frame so that 3D positions of the ball can be combined to produce a single trajectory of the flight of the ball, which algorithms use to calculate the ball’s exact contact area on the court. When a player challenges a line call, the trajectory and ball bounce displayed is created in virtual reality software.

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 ??  ?? Frame by frame, a very fast squishy ball In the high-speed sequence below, frames (1) and (2) show a tennis ball approachin­g its bounce, which at (3) shows it just touches the line upon landing. At (4), the ball’s about midway across its elliptical-shaped contact area but completely past the line. (The time elapsed between frames (1) and (4) in this sequence is is the same as a single frame of broadcast footage.) At (5), the ball is still touching the ground but now at least 10cm (the width of a line) beyond its point of first contact. Line call: in. 1
Frame by frame, a very fast squishy ball In the high-speed sequence below, frames (1) and (2) show a tennis ball approachin­g its bounce, which at (3) shows it just touches the line upon landing. At (4), the ball’s about midway across its elliptical-shaped contact area but completely past the line. (The time elapsed between frames (1) and (4) in this sequence is is the same as a single frame of broadcast footage.) At (5), the ball is still touching the ground but now at least 10cm (the width of a line) beyond its point of first contact. Line call: in. 1
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