Dr. Lovekin completed her PhD at Saint Mary's University in 2008. After completing postdocs at l'Observatoire de Paris and Los Alamos National Laboratory, she joined the Mount Allison Physics Department in 2013.
Her research focuses on the structure and evolution of stars much more massive than the Sun, especially the effects of rapid rotation on these stars.
Lovekin, C.C. & Guzik, J.A. 2017. "Convection and Overshoot in Models of γ Doradus and ð Scruti Stars" 2017, ApJ, 849,38
Lovekin, C.C. & Guzik, J.A. 2014. "Pulsations as a drive for LBV Variability." MNRAS, 445, 1766
Joggerst, C., Nelson, A., Woodward, P., Lovekin, C., Masser, T., Fryer, C., & Rockefeller, G. 2014. “Cross-code comparisons of mixing during the implosion of dense cylindrical and spherical shells.” Journal of Computational Physics, 275, 15
Lovekin, C.C. & Guzik, J.A. 2014. "Pulsations as a driver for LBV variability", MNRAS, 445, 1766
Whalen, D.J., Even, W., Frey, L.H., Smidt, J., Johnson, J.L., Lovekin, C.C., Fryer, C.L., Stiavelli, M., Holz, D.E, Heger, A, Woosley, S.E, & Hungerford, A.L. 2013. “Finding the first cosmic explosions I: Pair-instability supernovae.” ApJ, 777, 110.
Whalen, D.J., Even, W., Lovekin, C.C., Fryer, C.L., Stiavelli, M., Roming, P.W.A., Cooke, J., Pritchard, T.A., Holz, D.E. & Knight, C. 2013. “Illuminating the primeval universe with type IIn supernovae.” ApJ, 768, 195.
Guzik, J.A. & Lovekin, C.C. 2012. “Pulsations and hydrodynamics of luminous blue variable stars.” Astronomical Review, 7, 13.
Neiner, C., Mathis, S., Saio, H., Lovekin, C., Eggenberger, P., & Lee, U. 2011. “Seismic modelling of the late Be stars HD181231 and HD 175869 observed with CoRoT: a laboratory for mixing processes.” A&A, 539, A90.
Lovekin, C.C. 2011. “Mass Loss in 2D ZAMS Models”. MNRAS, 415, 3887
Lovekin, C.C. & Goupil, M.J. 2010. “Rotation and Overshoot in θ Ophiuchi”. 2010. A&A, 515, A58.
Lovekin, C.C., Deupree, R.G. & Clement, M.J. 2009. “Effects of Uniform and Differential Rotation on Stellar Pulsations”. ApJ, 693, 677-690.
Gillich, A., Deupree, R.G., Lovekin, C.C., Short, C.I. & Toque, N. 2008. “Determi-nation of Effective Temperatures and Luminosities of Rotating Stars”. ApJ, 683, 441-448.
Lovekin, C.C. & Deupree, R.G. 2008. “Radial and Nonradial Oscillation Modes in Rapidly Rotating Stars”. ApJ, 679, 1499-1508.
Lovekin, C.C., Deupree, R.G., & Short, C.I. 2006. “Surface Temperature and Synthetic Spectral Energy Distributions for Rotationally Deformed Stars”. ApJ, 643, 460-470.
BSc (Honours, Astrophysics), McMaster University, 2003
MSc (Astronomy), Saint Mary's University, 2005
PhD (Astronomy), Saint Mary's University, 2008
Frequently taught courses
PHYS 1021 - The Solar System
PHYS 1031 - Stars, Galaxies, and the Universe
PHYS 3001 - Astrophysics
PHYS 3021 - Life in the Universe
PHYS 4811 - Classical Mechanics and Relativity
My research specialty is the structure and evolution of massive stars. Many massive stars are rotating much faster than the Sun, which adds to the challenge of studying them. At very high rotation speeds the stars become oblate spheroids and must be modelled in two dimensions. Using 2D stellar structure and pulsation models, my research attempts to understand the interior of these rapidly rotating massive stars. My goal is to be able to self-consistently model the evolution of a massive star from the main sequence to the end of it's life.
Asteroseismology is the main tool I use to probe the structure of massive stars. Because rotating stars are not spherically symmetric, the pulsation frequencies change, and this must be modelled in two dimensions. With sufficiently detailed models, the pulsation frequencies can be used to simultaneously constrain the age, mass, rotation rate, and convective core overshoot parameter of a particular star.
Many (perhaps even most) stars appear to have a companion. Observations of a binary system can be used to constrain stellar parameters much more accurately than can be done for single stars. However, in any given binary system, the angle of inclination with respect to the plane of the sky is not known, so many of the parameters that can be determined are actually lower limits. If we are lucky enough to view a system that undergoes eclipses, we can constrain the stellar parameters much more accurately, as we know the inclination angle must be close to 90o. In the best possible case, we can combine photometric and spectroscopic data for an eclipsing binary to completely determine the properties of the stars. Using data of variable stars in close eclipsing binary systems observed by Kepler, I am trying to determine the parameters of the individual stars as accurately as possible. Many of the eclipsing binary systems observed by Kepler are extremely faint, so acquiring ground based spectroscopy is challenging. My goal is to be able to use the parameters determined from fits to the photometric data combined with the pulsation frequencies to accurately constrain the stellar parameters without requiring spectroscopic observations.
Luminous Blue Variables
Luminous Blue Variables (LBVs) are a phase of stellar evolution characterized by large outbursts ejecting large quantities of mass. This phase of evolution is poorly understood, and the mechanism driving the outbursts is not known. I am investigating radial pulsation as one possible driving mechanism. Models including time-dependent convection show that a more realistic treatment of convection can drive pulsations and "mini-outbursts" in massive stars, possibly driving increased mass loss.
Massive stars lose significant amounts of mass through radiatively driven winds throughout their lifetimes. Observations and simulations of winds show that the winds are often clumpy and asymmetric, but few studies have been done on how the mass loss affects the star itself. Using 2D stellar evolution models that include mass loss as a function of position on the surface, I can study how the star evolves in terms of temperature, luminosity, and angular momentum. Preliminary studies have shown that compared to the more traditional spherically symmetric mass loss, the differences can be significant.