Fengying Ma

Fengying Ma


Research Focus & Metrics

Academic Career Length

15Years (2012-Present)

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

Representative Publications

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17 July 2019 in Sensors
Verified
Journal Article
Open access
PDF file
LLLei Li
Lei Li
KYKuan Yang
Kuan Yang
XBXiaoyu Bian
Xiaoyu Bian
QLQinghui Liu
Qinghui Liu
YYYizhuo Yang
Yizhuo Yang
FMFengying Ma
Fengying Ma
In traditional sensory array-based acoustic emission methods that are used for gas leakage localization, the localization resolution depends on the spatial aperture of the array, that is, the number of sensors. Most of the existing methods use small arrays that can only achieve low-resolution localization results because of limitations such as the amplitude and phase consistency, the complexity and cost of the system. This paper reports the first application of a virtual phased array for gas leakage detection to obtain high-resolution localization results. This method uses a virtual linear ultrasonic sensor array composed of only two sensors to acquire leakage signals. Then, we use the virtual beamforming algorithm based on the cross-power spectrum to estimate the location of the leakage source. Several experiments were conducted to evaluate the effectiveness and operability of the proposed method. The impacts of various factors on the performance of the localization technique are compared and discussed, including factors such as the number of sensors and the distance between the leak hole and virtual array. The results demonstrate that the proposed method accurately and reliably localizes gas leakages.

1 January 2018 in Acta Physica Sinica
Verified
Journal Article
Closed access
PDF file
ZZZhao Zhong-Chao
Zhao Zhong-Chao
YXYang Xu-Feng
Yang Xu-Feng
XTXu Tian-Xu
Xu Tian-Xu
HJHe Jiu-Ru
He Jiu-Ru
GQGong Qiao-Xiao
Gong Qiao-Xiao
FMFengying Ma
Fengying Ma
Fresnel incoherent correlation holography (FINCH) has attracted much attention because it is able to record the holograms of three-dimensional (3D) samples under incoherent illumination with just a charge coupled device (CCD) and spatial light modulator (SLM). The FINCH technology achieves the splitting and phase shifting of the incident beam by loading a phase mask on an SLM. Three holograms, whose phase factors are different from each other, are recorded sequentially by a CCD. After the three holograms are superposed in the computer, the zero order image and a twin image are eliminated, and a complex hologram is obtained. The 3D properties of the object are revealed when the complex hologram is reconstructed in the computer. Spiral phase filters (SPFs) are commonly used to produce optical vortices, which can enhance and recognize image edges. In this paper, the spiral phase modulated FINCH system illuminated by Xenon lamp is built, in which the phase-only SLM is space-division multiplexed by a helical lens (superposed by an SPF and a lens) and a conventional lens. The mathematical model of spiral phase modulated FINCH system is established based on wave optics theory. The specific forms of the point spread function (PSF) and the reconstruction distance of the system are given for the first time. Experiments are conducted by using a small aperture with a diameter of 20 nm as a point source, the point source hologram recorded by CCD and the reconstructed image are consistent with the simulated ones. When the system is used for imaging resolution target and unstained onion cells, the edge contrast enhancement effects are obtained without the loss of resolution. The results show that the spiral phase modulated FINCH system can not only improve the edge contrast of the amplitude object, but also extract the edge information or recognition of the phase objects. This method has an important application prospect in the quantitative imaging of phase objects such as in real-time monitoring cell division and deformation of living cells.

1 March 2012
Verified
Journal Article
Closed access
FMFengying Ma
Fengying Ma
QCQuan Chi
Quan Chi
JSJian-Po Su
Jian-Po Su
YDYan-Li Du
Yan-Li Du
WZWei-Wei Zhang
Wei-Wei Zhang
BYBin Yuan
Bin Yuan