\section{Results}
This Section consists of two main parts: The first focuses on the Enskog solutions, the second on the Kempers model.

First the stability and convergence of the implementation of the Enskog solutions for Mie fluids is investigated. The results are similar to what has previously been found regarding the stability and convergence of these equations when using a hard sphere potential.\cite{prosjektoppgave} Then a review of the Mie potential parameters used in this work is conducted. After these preliminary investigations, the Enskog solutions for Mie fluids are used to predict transport coefficients at different conditions, for a variety of both mixtures and pure fluids. The results of these predictions are compared to both experimental and simulation data as well as predictions obtained from the Enskog solutions for hard spheres. 

The second part begins with testing the proposed modification to the Kempers model, before an analysis of the assumptions behind the Kempers model is conducted. In this analysis the implementation of the Enskog solutions is used to investigate whether Kempers assumptions regarding the steady state being at a maximum in the canonical partition function is consistent with the Enskog solutions. Furthermore, the assumption that kinetic gas theory may be used to predict the thermal diffusion coefficient in the ideal gas state is investigated, and the concept of transport coefficients in an ideal gas mixture is discussed in more detail.

\input{results/stability_convergence}
\input{results/mie_params}
\input{results/validation_kingas}
\afterpage{\clearpage}
\input{results/kempers_hs}
\newpage
\input{results/steady_state}
\input{results/ideal_gas}