Calculation of Stagewise Contacting Systems (open access)

Calculation of Stagewise Contacting Systems

From abstract: General expressions relating product stream compositions to the operating conditions of countercurrent stagewise extraction columns are derived by an inductive method, and the conversion of the general equations to ones involving the particular case of constant extraction factor is demonstrated. For comparison, the derivation of simple column equations by the use of finite difference equations is included.
Date: May 22, 1953
Creator: Bloom, J. L. & Auer, P. L.
System: The UNT Digital Library
Fundamental Equations Describing Neutron Behavior in a Cavity (open access)

Fundamental Equations Describing Neutron Behavior in a Cavity

This report provides fundamental equations and maps to calculate neutron behavior in a spherical cavity.
Date: May 22, 1951
Creator: Willmer, D. B. & Imhoff, D. H.
System: The UNT Digital Library
MTA Target Equations (open access)

MTA Target Equations

In solving the two-group, two medium equations for neutron diffusion in a finite one-dimensional multiplying system, the equations in each medium can be solved, and the boundary conditions used to determine the coefficients. This direct attack involves eight simultaneous linear equations. The opportunities for error are numerous, and, frequently, a great deal of accuracy is lost by subtractions; hence, it is felt that an alternative method of solution, in which numerical errors would be less likely to occur, would be desirable.
Date: May 22, 1952
Creator: Kramer, H. P. & Adelman, F.
System: The UNT Digital Library
Decontamination of Portable Instruments (open access)

Decontamination of Portable Instruments

The decontamination of portable instruments by the Calibration Unit has presented a problem for some time. Most of the contamination is in the 100 to 500 c/m or 500 to 2000 d/m range. Higher levels of contamination can usually be reduced to these levels, but further cleaning proves quite difficult
Date: May 22, 1953
Creator: Unruh, C. M.
System: The UNT Digital Library
Weighted Least-Square Polynomial Approximation to a Continuous Function of a Single Variable (open access)

Weighted Least-Square Polynomial Approximation to a Continuous Function of a Single Variable

Report describing a method of fitting "a weighted least square polynomial of order n to a set of m observation points" in order "to satisfy the need for a general curve fitting scheme" (p. 1).
Date: May 22, 1956
Creator: Von Holdt, Richard E. & Brousseau, Robert J.
System: The UNT Digital Library