Rui Wang

Dr. Rui Wang

orcid

Research Focus & Metrics

Academic Career Length

6Years (2021-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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22 February 2022 in Materials
Verified
Journal Article
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RWRui Wang
Rui Wang
COChangyao Ouyang
Changyao Ouyang
QLQihang Li
Qihang Li
QBQiaofeng Bai
Qiaofeng Bai
CZChunjiang Zhao
Chunjiang Zhao
YLYingliang Liu
Yingliang Liu
To improve the surface corrosion resistance of ductile iron, Ni-based alloy coatings were prepared using a high-speed laser cladding technology with different levels of laser power. The microstructure, phases, and corrosion properties of the coatings were investigated by scanning electron microscopy (SEM), X-ray diffraction (XRD), and an electrochemical workstation. Variations in laser power did not change the main phases of the coatings, which were composed of γ-Ni, Ni3B, Ni2Si, and Cr23C6. With an increase in power, the degree of segregation in the coating decreased, sufficient melting between elements was achieved, and the chemical composition became more uniform. Enhancement of the laser power resulted in more energy being injected into the cladding, which allowed adequate growth of tissue, and dendrites continued to grow in size as the power increased. The self-corrosion potentials of the coatings at laser power levels of 1.6, 2.0, and 2.4 kW were −625.7, −526.5, and −335.7 mV, respectively. The corrosion potential of the 2.4 kW coating was the highest, and the corroded surface of the cladding layer included mainly sizeable continuous structures with a light degree of corrosion and the highest corrosion resistance.

17 May 2023 in Materials Letters
Verified
Journal Article
Closed access
RWRui Wang
Rui Wang
COChangyao Ouyang
Changyao Ouyang
CZChunjiang Zhao
Chunjiang Zhao
RWRunze Wei
Runze Wei
RDRui Deng
Rui Deng
LJLianyun Jiang
Lianyun Jiang

24 May 2021 in Advances in Mathematical Physics
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Journal Article
Open access
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KFKai Fan
Kai Fan
RWRui Wang
Rui Wang
CZCunlong Zhou
Cunlong Zhou
The exact traveling wave solution of the fractional Sharma-Tasso-Olever equation can be obtained by using the function expansion method, but the general traveling wave solution cannot be obtained. After transforming it into the Sharma-Tasso-Olever equation of the integer order by the fractional complex transformation, the general solution of its traveling wave is obtained by a specific function transformation. Through parameter setting, the solution of the kinked solitary wave is found from the general solution of the traveling wave, and it is found that when the two fractional derivatives become smaller synchronically, the waveform becomes more smooth, but the position is basically unchanged. The reason for this phenomenon is that the kink solitary wave reaches equilibrium in the counterclockwise and clockwise rotation, and the stretching phenomenon is accompanied in the process of reaching equilibrium. This is a further development of our previous work, and this kind of detailed causative analysis is rare in previous papers.