Date of Graduation
5-2015
Document Type
Dissertation
Degree Name
Doctor of Philosophy in Space & Planetary Sciences (PhD)
Degree Level
Graduate
Department
Space & Planetary Sciences
Advisor/Mentor
Kennefick, Julia D.
Committee Member
Harter, William G.
Second Committee Member
Kennefick, Daniel J.
Third Committee Member
Lacy, Claud H.S.
Fourth Committee Member
Roe, Larry A.
Fifth Committee Member
Seigar, Marc
Keywords
Pure sciences; Black hole mass function; Dark matter; Fundamental plane; Pitch angle; Spiral galaxies; Supermassive black holes
Abstract
In this dissertation, I explore the geometric structure of spiral galaxies and how the visible structure can provide information about the central mass of a galaxy, the density of its galactic disk, and the hidden mass of the supermassive black hole in its nucleus. In order to quantitatively measure the logarithmic spiral pitch angle (a measurement of tightness of the winding) of galactic spiral arms, I led an effort in our research group (the Arkansas Galaxy Evolution Survey) to modify existing two-dimensional fast Fourier transform software to increase its efficacy and accuracy. Using this software, I was able to lead an effort to calculate a black hole mass function (BHMF) for spiral galaxies in our local Universe. This work effectively provides us with a census of local black holes and establishes an endpoint on the evolutionary history of the BHMF for spiral galaxies. Furthermore, my work has indicated a novel fundamental relationship between the pitch angle of a galaxy's spiral arms, the maximum density of neutral atomic hydrogen in its disk, and the stellar mass of its bulge. This result provides strong support for the density wave theory of spiral structure in disk galaxies and poses a critical question of the validity of rival theories for the genesis of spiral structure in disk galaxies.
Citation
Davis, B. L. (2015). Logarithmic Spiral Arm Pitch Angle of Spiral Galaxies: Measurement and Relationship to Galactic Structure and Nuclear Supermassive Black Hole Mass. Graduate Theses and Dissertations Retrieved from https://scholarworks.uark.edu/etd/1041