bdim: Biblioteca Digitale Italiana di Matematica

Un progetto SIMAI e UMI

Referenza completa

Sabelli, Cesare:
La struttura della darapskite
Atti della Accademia Nazionale dei Lincei. Classe di Scienze Fisiche, Matematiche e Naturali. Rendiconti Serie 8 42 (1967), fasc. n.6, p. 874-887, (Italian)
pdf (861 Kb), djvu (1.59 MB).

Sunto

The crystal structure of darapskite, Na3(NO3)(SO4)·H2O, was determined and refined using three-dimensional X-ray data collected from a synthetic crystal. The crystals are monoclinic, space group P21/m, with a = 10.564, b = 6.911, c = 5.194 Å, $\beta$ = 102.78°. Two molecules are in the unit cell. Intensities were estimated by a microdensitometer from Weissenberg photographs about the b axis. The structure was derived from three-dimensional Patterson and electron-density maps and refined by the least-squares method. The final R index for 542 observed reflections is 0.09. In the structure the sodium atom Na1 coordinates six oxygen atoms according to a distorted octahedron, whereas the sodium atom Na2 links seven oxygen atoms building up a polyhedron similar to an irregular octahedron with a centered edge. The SO4 and NO3 groups are quite regular. The Na1 octahedra are connected to each other alternatively by one face and one edge, to form a chain in the b direction. Among these chains are located the Na2 polyhedra as well as the SO4 and NO3 groups, which form strong connections, mainly in the (010) plane. The crystals of darapskite show a reticular pseudo-merohedral twinning, the twin axis being [001], with an obliquity of 1° 26' and an index of 2.
Referenze Bibliografiche
[1] H. W. FOOTE, The system sodium nitrate - sodium - sodium sulphate - water, and the minerals darapskite and nitroglauberite, «Am. Journ. of Science», 9, 441 (1925).
[2] A. OSANN, XXXVIII Krystallographische Untersuchung einiger neuer chilenischer Mineralien-Darapskit, «Zeit. fur Krist.», XXIII, 584 (1894).
[3] D. T. CROMER e J. T. WABER, Scattering factors computed from relativistic Dirac-Slater wave functions, «Acta Cryst.», 18, 104 (1965).
[4] V. ALBANO, P. L. BELLON, F. POMPA e V. SCATTURIN, Programmi cristallografici per l'elaboratore IBM 1620. Nota IV: Affinamento di una struttura cristallina col metodo dei minimi quadrati, «La Ricerca Scientifica», 3, A, 1067 (1963).
[5] Dana's system of Mineralogy, vol. II, 309, John Wiley, New York (1951).
[6] G. FRIEDEL, Leçons de cristallographie, Parigi (1926).

La collezione può essere raggiunta anche a partire da EuDML, la biblioteca digitale matematica europea, e da mini-DML, il progetto mini-DML sviluppato e mantenuto dalla cellula Math-Doc di Grenoble.

Per suggerimenti o per segnalare eventuali errori, scrivete a

logo MBACCon il contributo del Ministero per i Beni e le Attività Culturali