a. Also 8–9 tetraedral. [f. late Gr. τετράεδρος (see TETRAHEDRON) + -AL.]

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  1.  a. Having four sides (in addition to the base or ends); enclosed or contained laterally by four plane surfaces, as a tetrahedral prism or pyramid. Tetrahedral angle, quoin, one bounded by four planes meeting at a common apex.

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1794.  G. Adams, Nat. & Exp. Philos., II. xiv. 46. The internal cavity is found to be lined with beautiful tetrahedral prisms.

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1812.  Sir H. Davy, Chem. Philos., 124. Four particles may compose a tetrahedron, five a tetraedral pyramid, six an octaedron.

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1828.  Stark, Elem. Nat. Hist., II. 139. Body tetraedral, furrowed above.

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1878.  Gurney, Crystallogr., 85. The tetrahedral quoins … of the rhombic dodecahedron.

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  b.  Quadrilateral, quadrangular. (Also in comb.)

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1816.  Kirby & Sp., Entomol., xxvii. (1818), II. 491. Cells with regular tetrahedral bottoms. Ibid., 494. The tetrahedral-bottomed transition cells … still preserved their usual shape of hexagonal prisms.

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  2.  Of or pertaining to a tetrahedron; having the form of a tetrahedron; spec. in Cryst., belonging to a division of the isometric system of which the regular tetrahedron is the characteristic form.

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1805–17.  R. Jameson, Char. Min. (ed. 3), 200. Tetrahedral (Haūy tetraēdre), when the crystal has the regular tetrahedron as a secondary form. Example, Tetrahedral blende.

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1876.  Harley, Mat. Med. (ed. 6), 369. The spores are minute, tetrahedral granules, each presenting four facets, and are minutely ridged by a hexagonal network.

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1903.  A. Graham Bell, in Nat. Geog. Mag., June, 225. The Tetrahedral principle in Kite Structure. When a tetrahedral frame is provided with aero-surfaces of silk or other material … it becomes a tetrahedral kite, or kite having the form of a tetrahedron.

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  Hence Tetrahedrally adv., in a tetrahedral manner or form. So Tetrahedric, Tetrahedrical adjs., tetrahedral.

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1860.  Mayne, Expos. Lex., Tetrahedricus,… tetrahedrical.

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1864.  Webster, Tetrahedrally (citing Dana).

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1882.  Vines, Sachs’ Bot., 13. The four spores or pollen-grains do not lie in one plane but are arranged tetrahedrally, and have moreover a somewhat tetrahedral form. Ibid., 438.

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1890.  Smithsonian Rep., 367. This latter [double linking] is an immediate consequence of the tetrahedric conception.

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