Removal of defocused images using three-dimensional nonlinear diffusion based on digital holography

被引:4
作者
Li, Wei-Na [1 ]
Zhang, Zhengyun [2 ]
Su, Ping [1 ]
Ma, Jianshe [1 ]
Wang, Xiaohao [1 ]
机构
[1] Tsinghua Univ, Grad Sch Shenzhen, Shenzhen 518055, Guangdong, Peoples R China
[2] Singapore MIT Alliance Res & Technol SMART Ctr, BioSyM IRG, 1 CREATE Way,04-13-14 Enterprise Wing, Singapore 138602, Singapore
关键词
digital holography; defocused images; Fresnel transform; nonlinear diffusion regularizer; LOCALIZATION; MICROSCOPY;
D O I
10.1088/2040-8986/ab5bad
中图分类号
O43 [光学];
学科分类号
070207 ; 0803 ;
摘要
We combine the 3D hybrid-Weickert nonlinear diffusion regularizer with digital holography, which can distinguish the locations of certain small-sized particles that are overlapped along the z-axis, to realize autofocusing of multiple micro-objects and simultaneously remove the defocused images. The proposed method is applied to all the reconstruction slices generated from the hologram after each back-propagation. After applying the proposed scheme for certain small-sized particles, the reconstructed image at the ground truth z position is retained, the defocused images are diffused out when the reconstruction range along the z-axis is sufficiently long and the reconstruction depth spacing is sufficiently fine. The results demonstrated that the proposed scheme can diffuse out the defocused images that are 20 mu m from the ground truth z position, despite several scattering particles of different diameters being completely overlapped along the z-axis with a distance of 800 mu m when the hologram pixel pitch is 2 mu m. In addition, the results revealed that the sparsity distribution of the ground truth z slice is not affected by the sparsity distribution of the corresponding defocused images when the diameter of the particle is less than 35 mu m and the reconstruction depth spacing is more than 20 mu m.
引用
收藏
页数:10
相关论文
共 29 条
[1]  
Bohren C. F., 2008, ABSORPTION SCATTERIN
[2]  
Brady D. J., 2009, Optical Imaging and Spectroscopy
[3]   Compressive Holography [J].
Brady, David J. ;
Choi, Kerkil ;
Marks, Daniel L. ;
Horisaki, Ryoichi ;
Lim, Sehoon .
OPTICS EXPRESS, 2009, 17 (15) :13040-13049
[4]   Empirical concentration bounds for compressive holographic bubble imaging based on a Mie scattering model [J].
Chen, Wensheng ;
Tian, Lei ;
Rehman, Shakil ;
Zhang, Zhengyun ;
Lee, Heow Pueh ;
Barbastathis, George .
OPTICS EXPRESS, 2015, 23 (04) :4715-4725
[5]   Microparticle characterization using digital holography [J].
Darakis, Emmanouil ;
Khanam, Taslima ;
Rajendran, Arvind ;
Kariwala, Vinay ;
Naughton, Thomas J. ;
Asundi, Anand K. .
CHEMICAL ENGINEERING SCIENCE, 2010, 65 (02) :1037-1044
[6]   Autofocusing of digital holographic microscopy based on off-axis illuminations [J].
Gao, Peng ;
Yao, Baoli ;
Min, Junwei ;
Guo, Rongli ;
Ma, Baiheng ;
Zheng, Juanjuan ;
Lei, Ming ;
Yan, Shaohui ;
Dan, Dan ;
Ye, Tong .
OPTICS LETTERS, 2012, 37 (17) :3630-3632
[7]   Digital in-line holographic microscopy [J].
Garcia-Sucerquia, J ;
Xu, WB ;
Jericho, SK ;
Klages, P ;
Jericho, MH ;
Kreuzer, HJ .
APPLIED OPTICS, 2006, 45 (05) :836-850
[8]  
Goodman J. W., 1996, Introduction to Fourier Optics, V2nd ed., P220
[9]   Digital holographic microscopy and focusing methods based on image sharpness [J].
Ilhan, Hazar A. ;
Dogar, Mert ;
Ozcan, Meric .
JOURNAL OF MICROSCOPY, 2014, 255 (03) :138-149
[10]   Three dimensional digital holographic profiling of micro-fibers [J].
Kempkes, Michel ;
Darakis, Emmanouil ;
Khanam, Taslima ;
Rajendran, Arvind ;
Kariwala, Vinay ;
Mazzotti, Marco ;
Naughton, Thomas J. ;
Asundi, Anand K. .
OPTICS EXPRESS, 2009, 17 (04) :2938-2943