Book Chapters and Reviews

  1. Active Particles Propelled by Chemical Reactions
    M. - J. Huang, Schofield, J. , and Kapral, R. , in Self-Organized Motion: Physicochemical Design Based On Nonlinear Dynamics (The Royal Society of Chemistry, 2019), pp. 315-338.

  2. Synthetic Nanomotors: Working Together through Chemistry
    B. Robertson, Huang, M. - J. , Chen, J. - X. , and Kapral, R. , Accounts Of Chemical Research 51, (2018).PDF icon PDF (326.13 KB)

  3. Quantum dynamics in open quantum-classical systems
    R. Kapral, Journal Of Physics Condensed Matter 27, (2015).

  4. Chemistry in motion: Tiny synthetic motors
    P. H. Colberg, Reigh, S. Y. , Robertson, B. , and Kapral, R. , Accounts Of Chemical Research 47, (2014).

  5. Perspective: Nanomotors without moving parts that propel themselves in solution
    R. Kapral, Journal Of Chemical Physics 138, (2013).

  6. Multiparticle collision dynamics: Simulation of complex systems on mesoscales
    R. Kapral, in Advances In Chemical Physics (2008), pp. 89-146.

  7. Progress in the theory of mixed quantum-classical dynamics
    R. Kapral, Annual Review Of Physical Chemistry 57, (2006).

  8. Molecular dynamics: An account of its evolution
    R. Kapral and Ciccotti, G. , in Theory And Applications Of Computational Chemistry: The First Fory Years (Elsevier, 2005), pp. 425-441.

  9. Markov Chain Models for Spatially-Distributed Reacting Systems
    R. Kapral, Schimansky-Geier, L. , and Poschel, T. , in Stochastic Dynamics (Springer, New York, 1997), pp. 294-305.

  10. Lattice-Gas Cellular Automaton Model for One-Mode Lasers
    X. - G. Wu, Kapral, R. , Lawniczak, A. , and Kapral, R. , in Pattern Formation And Lattice Gas Automata ( American Mathematical Society, Providence, Ri, 1996), pp. 249-260.

  11. Fluctuations and Chemical Waves in a Bistable Reacting System
    K. Diemer, Lawniczak, A. , Kapral, R. , Lawniczak, A. , and Kapral, R. , in Pattern Formation And Lattice Gas Automata (American Mathematical Society, Providence, Ri, 1996), pp. 79-97.

  12. Transition Processes on Noise-Induced Fractal Sets
    S. J. Fraser, Kapral, R. , and Novak, M. M. , in Fractal Reviews In The Natural And Applied Scienced (Chapman and Hall, New York, 1995), pp. 279-291.

  13. Internal Noise, Oscillations, Chaos and Chemical Waves
    R. Kapral, Wu, X. - G. , Kapral, R. , and Showalter, K. , in Chemical Waves And Patterns (Kluwer, Dordrecht, 1995), pp. 609-634.

  14. Noise-Induced Transitions and Chemical Rate Laws
    R. Kapral, in New Trends In Kramers' Reaction Rate Theory (Kluwer, Dordrecht, 1995), pp. 107-141.

  15. Phase Separation in Binary Clusters
    A. S. Clarke, Kapral, R. , Moore, B. , Patey, G. , Wu, X. - G. , Jortner, J. , Levine, R. , and Pullman, B. , in Reaction Dynamics In Clusters And Condensed Phases (Kluwer, Dordrecht, 1994), pp. 89-100.

  16. Kinetic Theory of Chemical Reactions in Liquids
    R. Kapral, in Advances In Chemical Physics (John Wiley & Sons, Ltd, 1981), pp. 71-181.