Showing papers on "Finite potential well published in 1968"
TL;DR: In this paper, it was shown that a simple square well solute potential can be obtained semi-empirically which leads to quantitative agreement in terms of the existing free electron expressions of the partialwave analysis with the available experimental values of the residual resistivity (by definition), the solvent Knight shift and the solute characteristic thermopower.
25 citations
TL;DR: In this paper, the properties of the one-dimensional gas with square-well potential in classical statistical mechanics are examined and the radial distribution function and the direct correlation function are calculated exactly.
Abstract: The properties of the one‐dimensional gas with square‐well potential in classical statistical mechanics are examined. The radial distribution function and the direct correlation function are calculated exactly. The direct correlation function in the range where the potential vanishes is shown to be almost zero. This means that, for the one‐dimensional gas with square‐well potential, the Percus–Yevick approximation, although fairly good, does not hold exactly (while it does for the hard‐core gas in one dimension).
13 citations
TL;DR: For the special case in which the total energy is set equal to the classic maximum potential energy, the Schrodinger equation is solved in closed form and is normalized as mentioned in this paper, and it is shown that the expectation value of position is equivalent to the classical time average of position.
Abstract: For the special case in which the total energy is set equal to the classic maximum potential energy, the Schrodinger equation is solved in closed form and is normalized. It is shown that the expectation value of position is equal to the classical time average of position and that the expectation value of the square of the momentum is equal to the classical time average of the square of the momentum.
1 citations