Yeqing Jin

Prof. Yeqing Jin

Harbin Engineering University
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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8 February 2024 in Archive of Applied Mechanics
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Journal Article
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YJYeqing Jin
Yeqing Jin
YLYongyi Lu
Yongyi Lu
DYDi Yang
Di Yang
FZFei Zhao
Fei Zhao
XLXiangwen Luo
Xiangwen Luo
PZPeng Zhang
Peng Zhang

19 March 2024 in Renewable Energy
Verified
Journal Article
Closed access
YZYahui Zhou
Yahui Zhou
FKFankai Kong
Fankai Kong
HLHengxu Liu
Hengxu Liu
YJYeqing Jin
Yeqing Jin
HCHailong Chen
Hailong Chen
SCSun Chongfei
Sun Chongfei

1 October 2021 in Applied Sciences
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Journal Article
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YJYeqing Jin
Yeqing Jin
RYRuiping Yang
Ruiping Yang
HLHengxu Liu
Hengxu Liu
HXHaiwei Xu
Haiwei Xu
HCHailong Chen
Hailong Chen
Free vibration analyses of lattice sandwich beams with general elastic supports have rarely been discussed in this field’s literature. In this paper, a unified method is proposed to study the free vibration characteristics of lattice sandwich beams under various boundary conditions. The proposed method is to convert the three truss cores of lattice sandwich beams into an equivalent homogeneous layer and introduce two different types of constraint springs to simulate the general elastic support boundary at both ends of lattice sandwich beams. By changing the rigidity of the boundary restraint spring, various boundary conditions can be easily obtained without modifying the solving algorithm and solving process. In order to overcome all the discontinuities or jumps associated with the elastic boundary support conditions, the displacement function of lattice sandwich beams is usually obtained as an improved Fourier cosine series along with four sine terms. On this basis, the unknown series coefficients of the displacement function are treated as the generalized coordinates and solved using the Rayleigh–Ritz method. The correctness of the present method is verified through comparison with existing literature. The calculation results of the present method are highly accurate, indicating that the present method is suitable for analyzing the vibration characteristics of lattice sandwich beams with general elastic supports. In addition, the effects of beam length, panel thickness, core height, radius and truss inclination on the natural frequencies of lattice sandwich beams with arbitrary boundary conditions have been discussed in this paper.

20 January 2025 in Applied Ocean Research
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Journal Article
Open access
XLXiangwen Luo
Xiangwen Luo
HZHaibo Zhou
Haibo Zhou
LLLin Li
Lin Li
HLHengxu Liu
Hengxu Liu
YJYeqing Jin
Yeqing Jin
JPJeom Kee Paik
Jeom Kee Paik

30 March 2021 in Applied Sciences
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Journal Article
Open access
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HLHengxu Liu
Hengxu Liu
FYFeng Yan
Feng Yan
YJYeqing Jin
Yeqing Jin
WLWeiqi Liu
Weiqi Liu
HCHailong Chen
Hailong Chen
FKFankai Kong
Fankai Kong
It is rather challenging to collect ocean wave energy at high efficiency because of its ultra-low frequencies and variable amplitudes. Triboelectric Nanogenerator (TENG) technology is more suitable for harvesting low-frequency than electromagnetic power generation technology. In this work, we designed a built-in cylindrical Triboelectric Nanogenerator (C-TENG) installed inside the ocean buoy (BUOY-41). The hydrodynamic properties of the C-TENG are consistent with the ocean buoy, which are calculated by CFD software (Star-CCM+). The Energy Capture Properties of the C-TENG are established by the finite element software (COMSOL). The C-TENG has high power density (30 mW/m2) and can meet the power demand of the ocean buoy (10 mW). The implementation of the present work is of great academic value and practical significance for the development of efficient marine renewable energy conversion technology, enhancement of marine equipment energy replenishment, enrichment of hydrodynamic theories and revealing of the complex mechanisms.

24 April 2025 in Ocean Engineering
Verified
Journal Article
Closed access
HLHengxu Liu
Hengxu Liu
JZJuntao Zhang
Juntao Zhang
YJYeqing Jin
Yeqing Jin
GRGuangyan Ren
Guangyan Ren
ZWZhizheng Wen
Zhizheng Wen