Dissipative particle dynamics: Overview
Li, X., Z. Li, X. Bian, M. Deng, C. Kim, Y.-H. Tang, A. Yazdani, and G.E. Karniadakis. 2015. “Dissipative Particle Dynamics: Overview”. Encyclopedia of Nanotechnology.
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Qubit geometry and conformal mapping
Lee, J.-W., C. Kim, E.K. Lee, J. Kim, and S. Lee. 2002. “Qubit Geometry and Conformal Mapping”. Quantum Information Processing 1: 129.
Unlocking success in calculus for engineering majors: Impact of engagement tactics for underrepresented undergraduate engineering students
Munoz, Zenaida Aguirre, Melissa Almeida, Comlan de Souza, Keith Collins Thompson, Khang Tran, Yue Lei, Erica M Rutter, et al. 2024. “Unlocking Success in Calculus for Engineering Majors: Impact of Engagement Tactics for Underrepresented Undergraduate Engineering Students”. In 2024 ASEE Annual Conference & Exposition.
Surface coverage dynamics for reversible dissociative adsorption on finite linear lattices
Mercado, E., H.T. Jung, C. Kim, A.L. Garcia, A.J. Nonaka, and J.B. Bell. 2023. “Surface Coverage Dynamics for Reversible Dissociative Adsorption on Finite Linear Lattices”. J. Chem. Phys. 159: 144107.
Nonuniqueness of fluctuating momentum in coarse-grained systems
Parsa, M.R., C. Kim, and A.J. Wagner. 2021. “Nonuniqueness of Fluctuating Momentum in Coarse-Grained Systems”. Phys. Rev. E 104: 015304.
Fluctuating hydrodynamics of electrolytes at electroneutral scales
Donev, A., A. Nonaka, C. Kim, A.L. Garcia, and J.B. Bell. 2019. “Fluctuating Hydrodynamics of Electrolytes at Electroneutral Scales”. Phys. Rev. Fluids 4: 043701.
111 years of Brownian motion
Bian, X., C. Kim, and G.E. Karniadakis. 2016. “111 Years of Brownian Motion”. Soft Matter 12: 6331.
Brownian motion of a Rayleigh particle confined in a channel: A generalized Langevin equation approach
Kim, C., and G.E. Karniadakis. 2015. “Brownian Motion of a Rayleigh Particle Confined in a Channel: A Generalized Langevin Equation Approach”. J. Stat. Phys 158: 1100.
Quantification of sampling uncertainty for molecular dynamics simulation: Time-dependent diffusion coefficient in simple fluids
Kim, C., O. Borodin, and G.E. Karniadakis. 2015. “Quantification of Sampling Uncertainty for Molecular Dynamics Simulation: Time-Dependent Diffusion Coefficient in Simple Fluids”. J. Comput. Phys 302: 485.
Time correlation functions of Brownian motion and evaluation of friction coefficient in the near-Brownian-limit regime
Kim, C., and G.E. Karniadakis. 2014. “Time Correlation Functions of Brownian Motion and Evaluation of Friction Coefficient in the Near-Brownian-Limit Regime”. Multiscale Model. Simul. 12: 225.