Contact Info
  • Jaeyoung Sung (성재영)
  • Tel : +82-2-820-5240
  • E-mail :
  • Homepage :
1991.02. B.S. in Chemistry, Seoul National University, Korea 
1993.02. M.S. in Chemistry, Seoul National University, Korea 
1997.08. Ph.D. in Chemistry, Seoul National University, Korea
1997-1998 Military Service, Research Institute of Basic Science at SNU, Korea 
1998-2000 Postdoctoral Associate, Korea University, Korea 
2000-2004 Postdoctoral Associate, Massachusetts Institute of Technology, USA 
2004-Present Professor, Department of Chemistry, Chung-Ang University, Korea
Research Interests
- Novel Chemical Kinetics for Systems Biology 
- Application of Statistical Mechanics to Nano Systems 
- Statistical Mechanics of Small Systems 
- Nonequilibrium Work Fluctuation Theorem
Selected Publications
- Lim et al. Reaction Event Counting Statistics of Biopolymer Reaction Systems, J. Chem. Theor. Comp.. 8, 1415 (2012). 
- Yang et al. (Review) Quantitative Interpretation of the Randomness in Single Enzyme Turnover Times, Biophys. J. 101, 519 (2011). 
- Jung, Yang, & Sung, Novel Chemical Kinetics for a Single Enzyme Reaction: Relationship between Substrate Concentration and the Second Moment of Enzyme Reaction Time, J. Phys. Chem. B 114, 9840 (2010). 
- Park, Jung, & Sung, Unified Theory for a Receptor System with a Distributed Binding Affinity to Substrates, Chem. Phys. 384, 36 (2010). 
- Bae et al., Practical Model for Imperfect Conductometric Molecular Wire Sensors, Anal. Chem. 81, 578 (2009). 
- Lim, et. al. (Letter) Excess Grand Potential for a System under an External Field: Effects of External Field Driven Nonextensivity” J. Phys. Chem. B, 7982 (2009). 
- Ok et al. TOF-2: A large 1D Channel Thorium Organic Framework, J. Am. Chem. Soc. 130, 3762 (2008). 
- J. Sung, Application Range of Jarzynski’s Equation for Boundary Switching Processes, Phys. Rev. E 77, 042101 (2008). 
- Bae, Lim, Sung, Statistical Mechanics of Molecular Adsorption: Effects of Adsorbate Interaction on Isotherms, Langmuir 24, 2569 (2008). 
- J. Sung, Theoretical Test of Jarzynski’s Equality for Reversible Volume Switching Processes of an Ideal Gas System, Phys. Rev. E 76, 012101 (2007).