zhu wenfa

Dr. zhu wenfa


Research Focus & Metrics

Academic Career Length

8Years (2019-Present)

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

Representative Publications

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28 October 2019 in Sensors
Verified
Journal Article
Open access
PDF file
ZWzhu wenfa
zhu wenfa
XCXing-Jie Chen
Xing-Jie Chen
ZLZai-Wei Li
Zai-Wei Li
XMXiang-Zhen Meng
Xiang-Zhen Meng
GFGuopeng Fan
Guopeng Fan
HZHai-Yan Zhang
Hai-Yan Zhang
High-precision ultrasound imaging of void defects is critical for the performance and safety assessment of ballastless track structures. The sound propagation velocity of each layer in the ballastless track structure is quite different. However, the traditional concrete Synthetic Aperture Focusing Technique (SAFT) ultrasound imaging method is based on the assumption that the concrete has a single constant shear wave velocity. Thus, it is not a suitable method for the ultrasonic imaging of multilayer structures. In this paper, a Multilayer SAFT high-precision ultrasound imaging method is proposed. It is based on the ray-tracing technique and uses the Fermat principle to find the refraction point that minimizes the delay of the acoustic wave propagation path at the interface of the discrete layers. Then, the acoustic wave propagation path is segmented by the position of the refraction point, and the propagation delay of the ultrasonic wave is obtained segment by segment. Thus, the propagation delay of the ultrasonic wave is obtained one by one, so that the propagation delay of the ultrasonic wave in the multilayer structure can be accurately obtained. Finally, the focused image is obtained according to the SAFT imaging algorithm. The finite element simulation and experimental results show that the Multilayer SAFT imaging method can accurately track the propagation path of the ultrasonic wave in ballastless track structures, as well as accurately calculate the propagation delay of the ultrasonic wave and the lengths of void defects. The high accuracy of the Multilayer SAFT imaging represents a significant improvement compared to traditional SAFT imaging.

28 January 2024 in Journal of Nondestructive Evaluation
Verified
Journal Article
Closed access
PDF file
CGChunXiang Gao
ChunXiang Gao
ZWzhu wenfa
zhu wenfa
YXYanxun Xiang
Yanxun Xiang
HZHaiYan Zhang
HaiYan Zhang
GFGuoPeng Fan
GuoPeng Fan
HZHui Zhang
Hui Zhang

11 March 2024 in IEEE Sensors Journal
Verified
Journal Article
Closed access
ZWzhu wenfa
zhu wenfa
ZWZhengbo Wei
Zhengbo Wei
YXYanxun Xiang
Yanxun Xiang
XCXiaodong Chai
Xiaodong Chai
SLSihao Liu
Sihao Liu
WQWeiwei Qi
Weiwei Qi
The total focusing method (TFM) is an ultrasonic phased array imaging algorithm used in ultrasonic nondestructive testing (NDT) that processes large amounts of data from full matrix capture (FMC). This limits its application in some industrial fields with real-time requirements. To solve this problem, a sparse array optimization method is applied to FMC-TFM that can reduce time consumption and improve imaging efficiency. However, conventional intelligent optimization methods such as genetic algorithms use binary encoding, which require intensive computation and are easily trapped in local optima. This paper proposes a discrete slime mold algorithm (DSMA) in which the slime mold position is coded in real numbers instead of binary. In the optimization process, a mapping model between the slime mold and ultrasonic array is established. A fitness function with a narrow main lobe and low side lobe is constructed to obtain the sparse array position with the best performance. In experiments, the proposed method reduces the imaging time by more than 50% compared with conventional TFM, without affecting imaging quality. Compared with a genetic algorithm (GA) and binary particle swarm optimization (BPSO), the proposed method improves API and SNR performance.

27 July 2021 in IEEE Sensors Journal
Verified
Journal Article
Closed access
YCYao- Cheng
Yao- Cheng
ZWzhu wenfa
zhu wenfa
XCXiao-Dong Chai
Xiao-Dong Chai
LSLiu-Jia Sun
Liu-Jia Sun
WLWei- Lv
Wei- Lv
HZHui- Zhang
Hui- Zhang
The current Lamb wave topology imaging methods are limited to the ideal model of through-hole defects, ignoring the influence of mode coupling. However, blind hole defects, such as structural plate corrosion and cracks, are the most likely defects in practical applications, and Lamb waves are bound to appear mode-coupled at these defects. The use of the full matrix data calculations of the direct and concomitant sound fields is time-consuming and limits the industrial application of the ultrasonic Lamb wave time-domain topological energy (TDTE) imaging method. A TDTE imaging method of a sparse ultrasonic Lamb wave is proposed in this paper to solve the aforementioned two problems. The sparse array is designed based on a genetic algorithm, then the direct sound field and the accompanying sound field are calculated using the sparse array data. The mode conversion of the Lamb wave is considered when calculating the accompanying sound field, and then the accompanying sound field is reversed in time so that the direct sound field and the accompanying sound field are adaptively focused at the defect. The influence of Lamb wave mode conversion and dispersion on the imaging results is overcome. Finally, the TDTE values of the direct sound field and the accompanying sound field are used as the imaging pixel values to improve the imaging accuracy. The experimental results show that for asymmetric blind hole defects, the TDTE imaging method is more accurate than the total focus (TFM) imaging method; the sparse array designed by the genetic algorithm has good sidelobe characteristics and can effectively reduce sidelobe noise assuming the array aperture is unchanged. The TDTE imaging results based on the sparse array data show that the imaging efficiency is greatly improved compared with the full array when the receiving array is four elements under the condition of ensuring the imaging quality.

25 December 2024 in Measurement
Verified
Journal Article
Closed access
YXYuhui Xing
Yuhui Xing
ZWzhu wenfa
zhu wenfa
JXJichao Xu
Jichao Xu
GFGuopeng Fan
Guopeng Fan
WQWeiwei Qi
Weiwei Qi

1 December 2021 in Sensors and Actuators A: Physical
Verified
Journal Article
Closed access
LSLiu-Jia Sun
Liu-Jia Sun
ZWzhu wenfa
zhu wenfa
WSWei Shao
Wei Shao
SZShu-Bin Zheng
Shu-Bin Zheng
GFGuo-Peng Fan
Guo-Peng Fan
ZLZai-Wei Li
Zai-Wei Li