Nanrong Zhao
Sichuan University
48 Papers
184 Citations
Nanrong Zhao is an academic researcher from Sichuan University. The author has contributed to research in topics: Diffusion (business) & Shock wave. The author has an hindex of 11, co-authored 40 publications. Previous affiliations of Nanrong Zhao include Nagoya Institute of Technology.
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Papers
Admissible shock waves and shock-induced phase transitions in a van der Waals fluid
TL;DR: In this article, a complete classification of shock waves in a van der Waals fluid is undertaken, in order to gain a theoretical understanding of those shock-related phenomena as observed in real fluids which cannot be accounted for by the ideal gas model.
Diffusion of nanoparticles in semidilute polymer solutions: A mode-coupling theory study.
TL;DR: The theoretical results show very good quantitative agreements with the experimental data in many aspects, such as the strong dependence on ϕ, the large deviation from Stokes-Einstein relation particularly for small particles, as well as the effects of the PEG molecular weight.
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The effect of hydrodynamic interactions on nanoparticle diffusion in polymer solutions: a multiparticle collision dynamics study
TL;DR: Simulation results show that the long-time diffusion coefficients satisfy perfectly the scaling relation found by experimental observations, and HI affects diffusion through decreasing the diffusive activation energy on the one hand while increasing the effective diffusion size on the other.
24
Kinetics of molecular transitions with dynamic disorder in single-molecule pulling experiments
TL;DR: A theoretical framework based on a generalized Langevin equation with fractional Gaussian noise and power-law memory kernel to study the kinetics of macromolecular transitions to address the effects of dynamic disorder on barrier-crossing kinetics under external pulling force suggests that dynamic disorder is an important factor that should be taken into account properly in accurate interpretations of single-molecule pulling experiments.
15
Shock-induced phase transition in systems of hard spheres with internal degrees of freedom.
TL;DR: It is shown that another type of instability of a shock wave can exist even though the perturbed state is thermodynamic stable, and the important role of the internal degrees of freedom is shown explicitly.
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