Atomic Energy Values of Ionized Tellurium (Te II)

Tellurium and tellurium compounds

Energy Levels of Singly-Ionized Platinum

The analysis of Pt II is extended by using accurate wavelength measurements by Sansonetti et al. Forty-three new even and 104 new odd levels have been found. The Slater-Condon parametric method is used for the interpretation of the 5d9, 5d86s, and 5d76s2 low even configurations and the 5d8(7s+6d) high even configurations with root mean square deviations smaller than 80 cm-1. The importance of t...

Critically Evaluated Energy Levels and Spectral Lines of Singly Ionized Indium (In II)

A comprehensive list of the best measured wavelengths in the In II spectrum has been compiled. Uncertainties of the wavelength measurements have been analyzed, and existing inconsistencies have been resolved. An optimized set of fine-structure energy levels that fits all observed wavelengths has been derived. Uncertainties of the energy level values have been reduced by an order of magnitude. A...

Reversal Trend of Hounsfield Unit Values of Substances with High and Low Effective Atomic Numbers

Introduction: In dual-energy computed tomography (DECT), the Hounsfield values of a substance measured at two different energies are the basic data for finding the chemical properties of a substance. The trends of Hounsfield unit (HU) alterations following the changes in energy are different between the materials with high and low Zeff. The present study aim...

Values of Non - Atomic Vector Measure Games

Consider non-atomic vector measure games; i.e., games u of the form u = f o(pI.. . ,p.), where (pIr.. .,p.) is a vector of non-atomic non-negative measures and f is a real-valued function defined on the range of (pi,. . .,pi.). Games of this form arise, for example, from production models and from finite-type markets. We show that the value of such a game need not be a linear combination of the...