cycloid Sentence Examples

  1. Imagine a point on a rolling wheel tracing a path on the ground – that's the fascinating curve known as a cycloid.
  2. The cycloid's unique shape, with its cusps and smooth arches, has captivated mathematicians for centuries.
  3. Interestingly, the cycloid is the curve of fastest descent for a frictionless object under constant gravity, making it relevant in physics.
  4. Early roller coasters were designed based on the cycloid principle, offering a thrilling yet mathematically optimized ride.
  5. In gear design, cycloids can be used to create smoother tooth profiles for quieter and more efficient operation.
  6. Surprisingly, some architectural arches incorporate elements of the cycloid for their strength and aesthetic appeal.
  7. Artists have even explored the cycloid form in their creations, adding a touch of mathematical elegance to their work.
  8. Studying the properties of the cycloid allows engineers to design new and improved mechanisms with optimal performance.
  9. While the cycloid might seem like a purely theoretical concept, it has practical applications in various fields.
  10. From roller coasters to gears, the cycloid continues to be a fascinating example of how mathematics shapes our world.

cycloid Meaning

Wordnet

cycloid (n)

a line generated by a point on a circle rolling along a straight line

Wordnet

cycloid (s)

resembling a circle

Synonyms & Antonyms of cycloid

No Synonyms and anytonyms found

FAQs About the word cycloid

a line generated by a point on a circle rolling along a straight line, resembling a circle

No synonyms found.

No antonyms found.

Imagine a point on a rolling wheel tracing a path on the ground – that's the fascinating curve known as a cycloid.

The cycloid's unique shape, with its cusps and smooth arches, has captivated mathematicians for centuries.

Interestingly, the cycloid is the curve of fastest descent for a frictionless object under constant gravity, making it relevant in physics.

Early roller coasters were designed based on the cycloid principle, offering a thrilling yet mathematically optimized ride.