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Rotation

  • Science
  • Grades 3-4
  • 253 words
A sphere rotating around its axis
A sphere rotating around its axis BorisFromStockdale at English Wikipedia · cc by-sa 3.0 · source

Rotation is the movement of an object in a circular motion.

A two-dimensional object rotates around a center (or point) of rotation. A three-dimensional object rotates around a line called an axis. If the axis of rotation is within the body, the body is said to rotate upon itself, or spin– which implies relative speed and perhaps free-movement with angular momentum. A circular motion around an external point (for example the Earth around the Sun) is called an orbit or more properly orbital revolution. As an extension, 4d rotations are around planes. Every rotation can also be described as in a plane and around a point.

Types of rotation

Rotation around a point in one plane can be in a clockwise direction or an anticlockwise direction.

Aviation

In flight dynamics, the principal rotations are known as yaw (left/right), pitch (up/down), and roll (rolling). The term rotation is also used in aviation to refer to the upward pitch of an aircraft, particularly when starting the major climb for takeoff. The same terms are used for fish moving through water.

Amusement rides

Many amusement rides provide rotation. A Ferris wheel and observation wheel have a horizontal central axis, and parallel axes for each gondola, where the rotation is opposite, by gravity or mechanically.

Sports

Rotation, usually called spin, plays a role in many sports. Topspin and backspin in tennis. English, follow and draw in billiards and pool. Curve balls in baseball and spin bowling in cricket. Table tennis paddles are specialized to allow players to spin the ball as they hit it.

The Clockwise direction
The Clockwise direction cc by-sa 3.0

Where this page comes from

The article above is adapted from “Rotation” on Simple English Wikipedia, by its contributors. We removed reference markers, navigation boxes and tables, expanded measurement templates into readable numbers, and kept the prose otherwise intact.

Both sources are published under CC BY-SA 4.0, so this page is published under the same licence. You may share and adapt it, including commercially, as long as you credit the original and keep the same licence.

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