Definition of Regular octahedron

1. Noun. An octahedron with eight equilateral triangles as faces.




Regular Octahedron Pictures

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Lexicographical Neighbors of Regular Octahedron

regular astigmatism
regular coffee
regular convex polyhedron
regular convex solid
regular dividend
regular dodecahedron
regular expression
regular expressions
regular function
regular functions
regular hexagon
regular hexahedron
regular icosahedron
regular insulin
regular insulin injection
regular octahedron (current term)
regular payment
regular polygon
regular polygons
regular polyhedron
regular prime
regular primes
regular recurrence
regular space
regular star macromolecule
regular star macromolecules
regular tessellation
regular tessellations
regular tetrahedron
regular verb

Literary usage of Regular octahedron

Below you will find example usage of this term as found in modern and/or classical literature:

1. A System of Mineralogy: Including an Extended Treatise on Crystallography by James Dwight Dana (1837)
"The regular octahedron has six solid angles and twelve edges, all of which are similar. Its plane angles are 60°, and its interfacial 109° 28'. 16". ..."

2. Manual of Mineralogy and Geology by Ebenezer Emmons (1832)
"The plane angles of the regular octahedron 60°. The in clination of their faces as P on P' or P" 109° 28' 16". § 29. Rhombic Dodecahedron. ..."

3. Solid Geometry by William Betz, Harrison Emmett Webb (1916)
"These lines are the edges of a new solid, called a regular octahedron, that is, ... How many edges has a regular octahedron? How many vertices ? ..."

4. A Dictionary of Chemistry and the Allied Branches of Other Sciences by Henry Watts (1870)
"319, derived from the quadratic pyramid -Pj, and ^ equally developed, which has the same shape as the regular octahedron. PP But the most frequent ..."

5. Geology by Alexander Henry Green (1882)
"Its relationship to a regular octahedron may be further shown thus. ... When these pointa are joined a regular octahedron is formed, six of whose faces ..."

6. The Elements of Molecular Mechanics by Joseph Bayma (1866)
"8) having equal powers w are so arranged as to form a regular octahedron around an attractive centre 0 having a power v. Find the dynamical formula of the ..."

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