Creator:John C. Jamieson, A.W. Lawson, and N.D. Nachtrieb Date Created:August 17, 1959 Place Created:Chicago, Illinois Keywords:x-ray diffraction patterns Context:article reprinted from The Review of Scientific Instruments ************************************************** Reprinted from The Review of Scientific Instruments, Vol. 30, No. 11, 1016-1019, November, 19S9 Printed in U. S. A. New Device for Obtaining X-Ray Diffraction Patterns from Substances Exposed to High Pressure John C. Jamieson, Department of Geology, University of Chicago, Chicago, Illinois and A. W. Lawson and N. D. Nachtrieb, Institute for the Study of Metals, University of Chicago, Chicago, Illinois (Received June 29, 1959; and in final form, August 17, 1959) A device is described for obtaining powder diffraction patterns of thin sheets pressed between opposing diamond pistons. The pressure, initially applied by a small auxiliary laboratory press, is clamped onto the sample by a lock-nut. The whole unit is designed to replace the sample mount of a standard x-ray diffraction unit. Sample patterns taken on two of the high pressure modifications of bismuth are exhibited. EARLIER work in this laboratory1-3 led to the development of a device for high-pressure x-ray diffraction studies to about 25 kilobars at room temperature. This 1 A. W. Lawson and T. Y. Tang, Rev. Sci. Instr. 21, 815 (1950). 2 J. C. Jamieson, Z. Krist. 107, 65 (1956). J J. C. Jamieson, J. Geol. 65, 334 (1957). device was a drilled 3-carat diamond pressure vessel in which miniature pistons were inserted. Because of the high background scattering from the diamond to the recording film, patterns could not be obtained for highly absorbing substances. Dilution of the sample was of no avail owing to the absorption by the diamond. The basic reason for 1017 X-RAY DIFFRACTION PATTERNS this behavior may be seen from an approximate calculation similar to that of Buerger4 for estimating the optimum size of single crystals used in diffraction studies. For the intensity I of a diffracted beam corresponding to a sample of thickness t and absorption coefficient fx, contained within a material of thickness ti and absorption coefficient fid, we have I=khfe-"'e-^, (1) where kPIo is the intensity of the diffracted beam in the absence of sample and diamond absorption, and k is a factor which allows for the geometry of the sample. For a cylindrical diamond with td=3 mm, e~"