k Torus Knot. Computer graphic of a knotted torus. Knots are mathematical figures which are defined as enclosed spaces in threedimensions based on a circle. Usually a torus is a three dimensional ring shape. It is obtained by revolving a circle around a line which is in the plane of the circle but does not intersect the circle. The classical torus is doughnut shaped. The knotted torus is obtained by drawing twodimensional curves in the normal planes around a three dimensional curve. Editorial Stock Photo - Afloimages
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Torus Knot. Computer graphic of a knotted torus. Knots are mathematical figures which are defined as enclosed spaces in three-dimensions based on a circle. Usually a torus is a three- dimensional ring shape. It is obtained by revolving a circle around a line which is in the plane of the circle but does not intersect the circle. The classical torus is 'doughnut' shaped. The knotted torus is obtained by drawing two-dimensional curves in the normal planes around a three dimensional curve.
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Torus Knot. Computer graphic of a knotted torus. Knots are mathematical figures which are defined as enclosed spaces in three-dimensions based on a circle. Usually a torus is a three- dimensional ring shape. It is obtained by revolving a circle around a line which is in the plane of the circle but does not intersect the circle. The classical torus is 'doughnut' shaped. The knotted torus is obtained by drawing two-dimensional curves in the normal planes around a three dimensional curve.

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10572137

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License type
Editorial

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Creation date
15-11-2010

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