Proceedings of the 1981 Symposium on Instrumentation and Control for Fossil-Energy Processes: June 8-10, 1981 Sheraton-Palace Hotel, San Francisco, California (open access)

Proceedings of the 1981 Symposium on Instrumentation and Control for Fossil-Energy Processes: June 8-10, 1981 Sheraton-Palace Hotel, San Francisco, California

Compiled proceedings of the fifth Symposium on Instrumentation and Control for Fossil-Energy Processes, covering process control involved in the conversion of fossil fuels into synthetic fuels.
Date: January 1982
Creator: Argonne National Laboratory
System: The UNT Digital Library
Separation of Rubidium from Irradiated Aluminum-Encapsulated Uranium (open access)

Separation of Rubidium from Irradiated Aluminum-Encapsulated Uranium

A procedure was developed for separating rubidium from irradiated aluminum encapsulated uranium. The separations procedure produces a final ultra-high purity rubidium chloride product for subsequent high performance mass spectrometric analysis. The procedure involves first removing most of the macro-components and fission products by strong base anion exchange using, first, concentrated HCl, then oxalic acid media and second, selectively separating rubidium from alkaline-earth ions and other alkali-metal ions, including cesium, using Bio-Rex-40 cation-exchange resin. The resultant rubidium chloride is then put through a final vacuum sublimation step. Ultra-pure reagents and specially clean glassware are used throughout the procedure to minimize contamination by naturally-occurring rubidium.
Date: January 1982
Creator: Horwitz, E. P.; Schmitz, F. J. & Rokop, D. J.
System: The UNT Digital Library
Improving the Accuracy of Computed Singular Values (open access)

Improving the Accuracy of Computed Singular Values

This paper describes a computational method for improving the accuracy of a given singular value and its associated left and right singular vectors. The method is analogous to iterative improvement for the solution of linear systems. That is, by means of a low-precision computation, an iterative algorithm is applied to increase the accuracy of the singular value and vectors; extended precision computations are used in the residual calculation. The method is related to Newton's Method applied to the singular value problem and inverse iteration for the eigenvalue problem.
Date: January 1982
Creator: Dongarra, J. J.
System: The UNT Digital Library