Qingshan Liu

Dr. Qingshan Liu

orcid

Research Focus & Metrics

Academic Career Length

5Years (2022-Present)

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

Representative Publications

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25 November 2022 in Journal of Power Sources
Verified
Journal Article
Closed access
QLQingshan Liu
Qingshan Liu
FLFengchong Lan
Fengchong Lan
JWJunfeng Wang
Junfeng Wang
JCJiqing Chen
Jiqing Chen
CZChangjing Zeng
Changjing Zeng

27 April 2025 in International Journal of Hydrogen Energy
Verified
Journal Article
Closed access
QLQingshan Liu
Qingshan Liu
QZQingshuai Zhao
Qingshuai Zhao
SLShixin Li
Shixin Li
JSJiakun Si
Jiakun Si
PFPei Fu
Pei Fu
YCYisong Chen
Yisong Chen

27 March 2026 in International Journal of Hydrogen Energy
Verified
Journal Article
Closed access
QLQingshan Liu
Qingshan Liu
QZQun Zhou
Qun Zhou
KPKexin Peng
Kexin Peng
PYPuze Yang
Puze Yang
QLQiming Li
Qiming Li
YCYisong Chen
Yisong Chen

8 May 2025 in Energies
Verified
Journal Article
Open access
PDF file
SLShixin Li
Shixin Li
QLQingshan Liu
Qingshan Liu
YCYisong Chen
Yisong Chen
Facing the complex coupled process of thermal mass transfer and electrochemical reaction inside fuel cells, the development of a one-dimensional model is an efficient solution to study the influence of mass transfer property parameters on the transfer and reaction process, which can effectively balance the computational efficiency and accuracy. Firstly, a one-dimensional two-phase non-isothermal parametric model is established to capture the performance and state of fuel cell quickly. Then, a sensitivity analysis is performed on various mass transfer parameters of the membrane electrode assembly. Subsequently, a neural network surrogate model and genetic algorithm are combined to optimize the mass transfer property parameters globally. The impact of these parameters on the thermal and mass transfer within the fuel cell is analyzed. The results show that the maximum error between the calculation results of the developed numerical model and the experimental results is 3.87%, and the maximum error between the predicted values of the trained surrogate model and the true values is 0.15%. The mass transfer characteristics of the gas diffusion layer have the most significant impact on the performance of the fuel cell. After optimizing the mass transfer characteristic parameters, the net power density of the fuel cell increased by 5.51%. The combination of the one-dimensional model, the surrogate model, and the genetic algorithm can effectively improve the optimization efficiency.

10 July 2022 in SSRN Electronic Journal
Verified
Preprint
Open access
PDF file
QLQingshan Liu
Qingshan Liu
FLFengchong Lan
Fengchong Lan
JCJiqing Chen
Jiqing Chen
CZChangjing Zeng
Changjing Zeng
JWJunfeng Wang
Junfeng Wang
The dynamic performance (DP) of fuel cells (FC) is closely related to the transient characteristics of FC vehicles, especially under variable load conditions. The uneven pore structure of the porous layers (PLs) lead to obvious anisotropy in heat and mass transport (MT), which will make the transport capacity significantly different in two directions. The resulting uneven distribution of temperature and reactant concentration will seriously affect the FC’s DP. In order to study the influence of the PLs’ anisotropic MT properties, the model considers the effect of PLs’ structure on its MT capacity, the heat exchanges of FC, the gas, liquid and dissolved phases of water, the actual agglomerate structure of the catalyst layer, and the time-dependent changes in momentum, energy, species and water transport. Select voltage, oxygen molar concentration, membrane temperature and water content as indicators to characterize the DP. Using the current density as the input load, we investigate the effects of the anisotropic electrical, thermal and proton conductivity, diffusivity, permeability of the PLs on the FC’s DP. The results show that the influence of proton conductivity is the largest, the influence of electrical conductivity and diffusivity is equal and obvious, and the influence of permeability is the least.