TOROUS Meaning and
Definition
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A torus is a three-dimensional geometric shape that resembles a donut or a ring. It is a surface of revolution generated by revolving a circle in three-dimensional space about an axis lying in the same plane as the circle. The resulting figure is a hollow shape with a continuous curved surface and a hole in the middle.
In mathematical terms, a torus can be defined as a surface formed by taking a circle of radius "r" and revolving it around a line in the same plane as the circle but not intersecting it. The resulting torus has two radii: the distance from the center of the tube (the hole) to the center of the torus, called the major radius, and the distance from the center of the tube to the surface of the torus, called the minor radius.
Tori (plural of torus) have numerous applications in mathematics, physics, and engineering. They can be found in various geometric shapes, architectural designs, and real-world objects such as doughnuts, life preservers, and inner tubes. Tori also play a crucial role in calculus, topology, and differential geometry as they exhibit interesting properties and can be used to study the behavior of functions, surfaces, and shapes.
Overall, a torus is a three-dimensional object that bears a resemblance to a donut or a ring, possessing a continuous curved surface and a hole in the middle. Its versatile nature and intriguing properties make it a valuable concept in various fields of study and practical applications.
Common Misspellings for TOROUS
Etymology of TOROUS
The word "torus" comes from Latin, where it originally referred to a round molding or bulge. In Latin, "torus" meant round or swelling, and it was used to describe various rounded or circular objects. The word was later adopted into English and is now used to refer to a convex molding or a circular shape. The term "torus" is also commonly used in mathematics and geometry to describe a surface or solid with a circular cross-section.
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