angular momentum Antonyms
No Synonyms and anytonyms found
Meaning of angular momentum
Wordnet
angular momentum (n)
the product of the momentum of a rotating body and its distance from the axis of rotation
angular momentum Sentence Examples
- Angular momentum is a fundamental concept in physics, describing the rotational motion of an object around an axis.
- The conservation of angular momentum explains why a spinning ice skater rotates faster when they pull their arms closer to their body.
- Planets maintain their orbits due to the conservation of angular momentum, a principle integral to celestial mechanics.
- In quantum mechanics, the concept of angular momentum is quantized, leading to the formation of discrete energy levels in atoms.
- The gyroscope's stability is a result of its angular momentum, resisting changes in orientation due to external forces.
- Figure skaters execute intricate spins by manipulating their body's angular momentum, creating visually captivating performances.
- The Earth's axial tilt influences its angular momentum, contributing to the seasonal variations experienced across different latitudes.
- Engineers carefully consider the distribution of mass and the moment of inertia to control the angular momentum in the design of rotating machinery.
- A diver performing somersaults adjusts their body position to control angular momentum and execute a flawless dive.
- Understanding the conservation of angular momentum is crucial in astrophysics for studying the dynamics of rotating celestial bodies.
FAQs About the word angular momentum
the product of the momentum of a rotating body and its distance from the axis of rotation
No synonyms found.
No antonyms found.
Angular momentum is a fundamental concept in physics, describing the rotational motion of an object around an axis.
The conservation of angular momentum explains why a spinning ice skater rotates faster when they pull their arms closer to their body.
Planets maintain their orbits due to the conservation of angular momentum, a principle integral to celestial mechanics.
In quantum mechanics, the concept of angular momentum is quantized, leading to the formation of discrete energy levels in atoms.
