Examples of 'octahedra' in a sentence
Meaning of "octahedra"
octahedron (noun) - a polyhedron with eight faces. It is commonly used in geometry and mathematics to describe a specific three-dimensional shape
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- plural of octahedron
How to use "octahedra" in a sentence
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octahedra
But these octahedra assemble in different ways.
The centers of the faces contain five octahedra.
The octahedra are therefore distorted.
The cells take the form of truncated octahedra.
Flexible octahedra in the hyperbolic space.
Two of them form octahedra.
All three octahedra have one edge in common.
Removing the coincident faces results in the compound of twenty octahedra.
Each edge has two octahedra and one icosahedron.
It crystallises in regular octahedra.
It is based on a sheet of octahedra lying between two sheets of tetrahedra.
Compound of five octahedra.
The compound of five octahedra is one of the five regular polyhedron compounds.
Five intersecting octahedra.
Each of these octahedra are joined together by potassium ions and hydrogen bonds.
See also
The edges and triangular faces also occur in the compound of twenty octahedra.
The compound of three octahedra has the same symmetry group as a single octahedron.
Phyllosilicates present a lamellar structure and are constituted by sheets formed by tetrahedra and octahedra.
The iron octahedra and the carbon atoms are in green and black respectively.
Diamonds occur most often as euhedral or rounded octahedra and twinned octahedra known as macles.
Of the sixty-six octiamonds can be folded to form octahedra.
Tetrahedra form truncated octahedra that unite by means of hexagonal prisms to form faujasite.
The triangular bipyramid can form a tessellation of space with octahedra or with truncated tetrahedra.
The light shaded octahedra are WVI ions and each polyhedron vertex is an O atom.
Metal tetrahalides often exist as polymers with edge-sharing octahedra.
Potassium alum crystallizes in regular octahedra with flattened corners and is very soluble in water.
The cluster can be visualised as being composed of three face-sharing octahedra.
Taking the snub triangles of the octahedra instead yields the great snub dodecicosidodecahedron.
A body-centred cubic lattice gives a tessellation of space with truncated octahedra.
The As atoms then form octahedra with Co in the centre.
In terms of its structure, the compound exists as a polymer of face-sharing octahedra.
Preferably, the octahedra contain no tin.
This puzzle shows a dissection of a truncated tetrahedron into 4 octahedra and 6 tetrahedra.
You see two one-half octahedra and a whole octahedron.
These compounds have a structure consisting of edge or corner shared SbO6 . octahedra.
The tetrahedra and octahedra combine by sharing corners, to form composite layers.
Since parallelepipeds can fill space, so can a combination of regular tetrahedra and regular octahedra.
Morphologically, they are made up of alumina octahedra between two layers of tetrahedrical silica.
It contains the vertices of the dodecahedron, the icosahedron, and the five rotated octahedra.
The spaces between every four octahedra house one lanthanum atom 6 each.
A far-enough truncation creates the Compound of five octahedra.
They have a face-centered cubic structure where krypton octahedra are surrounded by randomly oriented hydrogen molecules.
The central phosphorus atom is surrounded by twelve WO6 octahedra.
In it he classified all flexible octahedra, now known as Bricard octahedra.
Octahedra front emblem, the symbol of the Crescent and Star checked.
The structure consists of chains of VO6 octahedra paralleling the b axis.
The Rh2S3 phase is an electronic insulator built of alternating RhS6 octahedra.
In all three configurations, the 2 - octahedra are arranged in layers.
Now we add to this set the 30 vertices of the preceding octahedra.
Two motifs for fusing octahedra are common, edge-sharing and face-sharing.
