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torus
This term carries a precise mathematical weight, evoking the image of a perfect, seamless ring. It is the primary descriptor in topology and geometry to define a shape that is equivalent to the surface of a doughnut, where a path can be taken around the center hole or around the tube itself without ever leaving the surface. In a technical or engineering context, the word suggests a specific distribution of magnetic fields or fluid flow, often appearing in discussions about fusion reactors (tokamaks) or electromagnetic coils. It lacks the casual connotation of "ring" or "donut," signaling a shift toward formal scientific or mathematical discourse.
Used to count individual doughnut-shaped geometric objects or topological manifolds.
Meanings
A surface of revolution generated by revolving a circle in three-dimensional space about an axis coplanar with the circle.
"The inner tube of a bicycle is a practical example of a torus."