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Yu Zhuang
Researcher at Dalian University of Technology
Publications - 140
Citations - 2216
Yu Zhuang is an academic researcher from Dalian University of Technology. The author has contributed to research in topics: Computer science & Heat exchanger. The author has an hindex of 19, co-authored 121 publications receiving 1363 citations. Previous affiliations of Yu Zhuang include City University of Hong Kong & Sun Yat-sen University.
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The origin of negative stacking fault energies and nano-twin formation in face-centered cubic high entropy alloys
TL;DR: In this paper, the negative stacking fault energy of high entropy alloys at cryogenic temperatures was investigated by first-principles calculations, and it was found that the negative SFEs originate from the thermodynamic metastability of FCC stacking sequence and heavily influenced by the local atomic environment, which in turn affects the formation of stacking faults and nano-twins.
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Proximal Analysis and the Minimal Time Function
Peter R. Wolenski,Yu Zhuang +1 more
TL;DR: In this article, the authors show that the minimal time function TS(cdot) is a proximal solution to the Hamilton-Jacobi equation and give necessary and sufficient conditions for TS to be Lipschitz continuous near the target set.
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Atomic-scale distorted lattice in chemically disordered equimolar complex alloys
Y.F. Ye,Y.F. Ye,Yanhui Zhang,Quanfeng He,Yu Zhuang,Steven Wang,San-Qiang Shi,Alice Hu,Jun Fan,Yong Yang +9 more
TL;DR: In this article, the average attributes of such an atomic-scale distorted lattice, such as the lattice constant and the overall magnitude of the distortion induced residual strains, can be predicted very well by a simple physical model taking into account the efficient packing of different sized atoms interacting in an effective elastic medium.
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Direct chemical dynamics simulations: coupling of classical and quasiclassical trajectories with electronic structure theory
TL;DR: In this paper, a Hessian-based predictor-corrector algorithm and a high-accuracy Hessian updating algorithm are described for enhancing the efficiency of direct dynamics simulations, in which an ensemble of trajectories is calculated which represents the experimental and chemical system under study.
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Accelerated direct semiclassical molecular dynamics using a compact finite difference Hessian scheme.
TL;DR: With the approximation scheme the computational cost is significantly reduced, making ab initio direct semiclassical dynamics computationally more feasible and, at the same time, properly reproducing important quantum effects inherent in the monodromy matrix and the pre-exponential factor of the semiclassicals propagator.