dihedral Antonyms

No Synonyms and anytonyms found

Meaning of dihedral

Webster

dihedral (a.)

Having two plane faces; as, the dihedral summit of a crystal.

Of a kite or an aeroplane, having wings that make with one another a dihedral angle, esp. when the angle between the upper sides is less than 180

Of wing pairs, inclined at an upward angle to each other.

dihedral Sentence Examples

  1. In geometry, a dihedral angle is the angle between two intersecting planes or the angle between two faces of a three-dimensional figure.
  2. The dihedral angle between two planes is measured by the angle between their normal vectors.
  3. The dihedral angle between two faces of a polyhedron is measured by the angle between their normal vectors.
  4. The sum of the dihedral angles around a vertex of a polyhedron is \(360^\circ\).
  5. The dihedral angle between two planes can be acute, right, or obtuse.
  6. The dihedral angle between two faces of a polyhedron can be acute, right, or obtuse.
  7. The dihedral angle between two planes is supplementary if the sum of the angles is \(180^\circ\).
  8. The dihedral angle between two faces of a polyhedron is supplementary if the sum of the angles is \(180^\circ\).
  9. The dihedral angle between two planes is complementary if the sum of the angles is \(90^\circ\).
  10. The dihedral angle between two faces of a polyhedron is complementary if the sum of the angles is \(90^\circ\).

FAQs About the word dihedral

Having two plane faces; as, the dihedral summit of a crystal., Of a kite or an aeroplane, having wings that make with one another a dihedral angle, esp. when th

No synonyms found.

No antonyms found.

In geometry, a dihedral angle is the angle between two intersecting planes or the angle between two faces of a three-dimensional figure.

The dihedral angle between two planes is measured by the angle between their normal vectors.

The dihedral angle between two faces of a polyhedron is measured by the angle between their normal vectors.

The sum of the dihedral angles around a vertex of a polyhedron is \(360^\circ\).