Effect of quantum dispersion on the radial distribution function of a one-component sticky-hard-sphere fluid

TL;DR

This paper proposes a semi-analytical method to study the radial distribution function of a quantum, slightly polydisperse Baxter sticky hard sphere liquid at finite temperature, extending classical approaches to quantum fluids.

Contribution

It introduces a novel semi-analytical scheme based on Chandler and Wolynes' method for quantum sticky hard sphere fluids.

Findings

The scheme provides insights into quantum dispersion effects.

It offers a new way to analyze quantum fluids at finite temperature.

Abstract

In this short communication we present a possible scheme to study the radial distribution function of the quantum slightly polydisperse Baxter sticky hard sphere liquid at finite temperature thorugh a semi-analytical method devised by Chandler and Wolynes.