Note on the determination of the optic axial angle of a crystal in thin-section by the Mallard-Becke method
Published online by Cambridge University Press: 14 March 2018
Extract
Mallard's original method was based on the measurement of the linear distance, as determined by an eyepiece-micrometer, between the optic axes in a section of the crystal at right angles to the acute biseetrix viewed in convergent light.
Professor F. Becke implored on this method by utilizing sections which were not at right angles to the acute hissetrix, but in which both optic axes were visible in the field. He projected both axes by means of an Abbe camera lucida on to a revolving drawing-table, and by means of the Mallard equation plotted the axes on a stereographic projection and thus obtained the optic axial angle, the angles of course being corrected for refraction to the true angles in the crystal section. Professor Becke subsequently, by utilizing the Biot-Fresnel law, formulated a graphic method of obtaining the optic axial angle from a section in which only one axis was visible.
- Type
- Research Article
- Information
- Mineralogical magazine and journal of the Mineralogical Society , Volume 16 , Issue 77 , July 1913 , pp. 348 - 351
- Copyright
- Copyright © 1913, The Mineralogical Society
References
page 348 note 1 Mallard, E., Bull. See. mindralog, de Franc., 1882, vol. v, pp. 77-87 Google Scholar.
page 348 note 2 Becke, F., Min. Petr. Mitt. (Tsehermak., 1905, vol. xxiv, pp. 1 Google Scholar.See also Evans, J.W., Mineralogical Magazin., 1907, vol. xiv, pp. 280-084Google Scholar and 276-281.
page 349 note 1 Wright, F.E., Carnegie Institution of Washingto., 1911, Publ. No. 158, pp. 158-160.Google Scholar
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