Submit an Article
Become a reviewer
Vol 6 Iss. 1
Pages:
65
Download volume:
RUS
Article

The triplicity of the orientation of trigonaloid crystals

Authors:
E. S. Fedorov
Date submitted:
1916-06-02
Date accepted:
1916-08-26
Date published:
1916-12-01

Abstract

I mean to confine myself only to the simpler conclusions that I use in my lectures (see the article). From this triplicity we deduce the necessity of limitations for the principal numbers of the symbol of a complex, namely: for an octahedral structure, one cannot accept a number greater than 63 1/2°; for a hexahedral structure, only numbers within the range of 45° to 63 1/2° can be accepted; and for a dodecahedral structure, only numbers greater than 45°.

Область исследования:
(Archived) Brief communications
Funding:

None

Go to volume 6

Similar articles

A new example of special structural isomorphism
1916 E. S. Fedorov
On the remainder term of the Lagrange interpolation formula
1916 N. M. Krylov
Some corollaries of a theorem analogous to Pascal's theorem
1916 E. S. Fedorov
On some inequalities established in the exposition of the Schwartz-Poincare — Steklov method and also encountered in solving many minimal problems
1916 N. M. Krylov
Criterion for the correct construction of the fundamental parallelohedron of a crystal based on experimental data
1916 E. S. Fedorov
On the convergence of mechanical quadrature formulas and on some related issues
1916 N. M. Krylov