Improving the 200 m record with maths | Tangente
Improving the 200 m record with maths!
What if speed records could be improved by changing the shape of athletics tracks?

What if speed records could be improved by changing the shape of athletics tracks?

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It took decades to uncover the geometric properties of cycloids and trochoids. The scholars who studied them began with physical or practical questions before turning to these remarkable curves themselves.

The study of surfaces still holds plenty of surprises! Anyone who enjoys making bubbles with soapy water will be familiar with minimal surfaces. Constant mean curvature surfaces, such as catenoids and unduloids, are less well known.

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A sheet of paper offers endless opportunities for mathematical play. Origami and paper folding immediately spring to mind. But allowing yourself to cut the paper produces equally interesting results, as pop-up cards show.
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