Electronic Theses and Dissertations
Date
2023
Document Type
Dissertation
Degree Name
Doctor of Philosophy
Department
Chemistry
Committee Chair
Henry Kurtz
Committee Member
Henry A. Kurtz
Committee Member
William A. Alexander
Committee Member
Abby L. Parrill-Baker
Committee Member
Yongmei Wang
Committee Member
Qianyi Cheng
Abstract
The aim of this thesis is to develop and refine an interacting segment model (ISM) for the accurate computational calculation of molecular electrical response properties. Traditional ab-initio quantum mechanical methods require a tremendous amount of computational resources to calculate these properties for larger molecular systems, rendering them infeasible for larger molecules. This ISM looks to address this issue, serving as a method that allows for accurate and timely calculation of properties of interest. It is found that the fits for both dipole moment and isotropic polarizability yield fantastic results when optimized against a set of ‘test molecules’, yielding errors of often less than 1 percent. Conversely, transferability of segments from one system to another produces errors that range from 1 percent to over one-hundred thousand percent. It is possible that this enormous variance in error may be because each segment is represented by a point-dipole in space, whereas higher-order poles may be a more realistic representation. The significance of this study is that it informs our theoretical understanding of interacting segment models and their ability to accurately replicate traditional quantum mechanical methods on a broader and more universal molecular scale.
Library Comment
Dissertation or thesis originally submitted to ProQuest.
Notes
Open Access
Recommended Citation
Jones, Aaron R., "An Interacting Segment Model for the Calculation of Nonlinear Optical Properties: Theory and Application to Peptide Sequences" (2023). Electronic Theses and Dissertations. 3348.
https://digitalcommons.memphis.edu/etd/3348
Comments
Data is provided by the student