Haifeng Jiang

Prof. Dr. Haifeng Jiang

School of Power and Mechanical Engineering, Wuhan University, Wuhan, Hubei 430072, China
orcid

Research Focus & Metrics

Academic Career Length

18Years (2009-Present)

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

Representative Publications

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12 May 2021 in ACS Energy Letters
Verified
Journal Article
Closed access
GZGuoqun Zhang
Guoqun Zhang
TWTao Wu
Tao Wu
HZHe Zhou
He Zhou
HJHongrun Jin
Hongrun Jin
KLKaisi Liu
Kaisi Liu
JZJun Zhou
Jun Zhou

30 June 2017 in ACS Applied Materials & Interfaces
Verified
Journal Article
Closed access
BCBo Chen
Bo Chen
Haifeng JiangHaifeng Jiang
Haifeng Jiang
XLXiang Liu
Xiang Liu
XHXuejiao Hu
Xuejiao Hu

10 January 2017 in The Journal of Physical Chemistry C
Verified
Journal Article
Closed access
BCBo Chen
Bo Chen
Haifeng JiangHaifeng Jiang
Haifeng Jiang
XLXiang Liu
Xiang Liu
XHXuejiao Hu
Xuejiao Hu

1 November 2019 in Energy Conversion and Management
Verified
Journal Article
Closed access
ZHZixin Hong
Zixin Hong
Junxian PeiJunxian Pei
Junxian Pei
YWYipu Wang
Yipu Wang
BCBin Cao
Bin Cao
MMMingran Mao
Mingran Mao
XHXuejiao Hu
Xuejiao Hu

20 October 2016 in RSC Advances
Verified
Journal Article
Closed access
PDF file
Junxian PeiJunxian Pei
Junxian Pei
XZXiantao Zhang
Xiantao Zhang
LHLu Huang
Lu Huang
Haifeng JiangHaifeng Jiang
Haifeng Jiang
XHXuejiao Hu
Xuejiao Hu
The resultant PDA–RGO membranes allow faster permeation of water compared with GO membranes, but a higher retention rate of solutes.

16 January 2022 in Atmosphere
Verified
Journal Article
Open access
PDF file
JXJingshu Xiao
Jingshu Xiao
QWQiao Wu
Qiao Wu
LCLizhou Chen
Lizhou Chen
WKWeichang Ke
Weichang Ke
CWCong Wu
Cong Wu
Haifeng JiangHaifeng Jiang
Haifeng Jiang
The effects of different modeling and solving approaches on the simulation of a steam ejector have been investigated with the computational fluid dynamics (CFD) technique. The four most frequently used and recommended turbulence models (standard k-ε, RNG k-ε, realizable k-ε and SST k-ω), two near-wall treatments (standard wall function and enhanced wall treatment), two solvers (pressure- and density-based solvers) and two spatial discretization schemes ( the second-order upwind scheme and the quadratic upstream interpolation for convective kinematics (QUICK) of the convection term have been tested and compared for a supersonic steam ejector under the same conditions as experimental data. In total, more than 185 cases of 17 different modeling and solving approaches have been carried out in this work. The simulation results from the pressure-based solver (PBS) are slightly closer to the experimental data than those from the density-based solver (DBS) and are thus utilized in the subsequent simulations. When a high-density mesh with y+ < 1 is used, the SST k-ω model can obtain the best predictions of the maximum entrainment ratio (ER) and an adequate prediction of the critical back pressure (CBP), while the realizable k-ε model with the enhanced wall treatment can obtain the best prediction of the CBP and an adequate prediction of the ER. When the standard wall function is used with the three k-ε models, the realizable k-ε model can obtain the best predictions of the maximum ER, and the three k-ε models can gain the same CBP value. For a steam ejector with recirculation inside the diffuser, the realizable k-ε model or the enhanced wall treatment is recommended for adoption in the modeling approach. When the spatial discretization scheme of the convection term changes from a second-order upwind scheme to a QUICK scheme, the effect can be ignored for the maximum ER calculation, while only the CBP value from the standard k-ε model with the standard wall function is reduced by 2.13%. The calculation deviation of the ER between the two schemes increases with the back pressure at the unchoked flow region, especially when the standard k-ε model is adopted. The realizable k-ε model with the two wall treatments and the SST k-ω model is recommended, while the standard k-ε is more sensitive to the near-wall treatment and the spatial discretization scheme and is not recommended for an ejector simulation.