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Title Spatial light interference microscopy and applications
Publication Date
Date Accessioned
Degree PhD
Discipline/Department 1200
Degree Level doctoral
University/Publisher University of Illinois – Urbana-Champaign
Abstract Phase contrast microscopy has revolutionized cell biology by rendering detailed images from within live cells without using exogenous contrast agents. However, the information about the optical thickness (or phase) is qualitatively mixed in the phase contrast intensity map. Quantifying optical path-length shifts across the specimen offers a new dimension to imaging, which reports on both the refractive index and thickness distribution with very high accuracy. Here I present spatial light interference microscopy (SLIM), a new optical method, capable of measuring optical path-length changes of 0.3 nm spatially (i.e. point to point change) and 0.03 nm temporally (i.e. frame to frame change). SLIM combines two classic ideas in light imaging: Zernike’s phase contrast microscopy and Gabor’s holography. The resulting topographic accuracy is comparable to that of atomic force microscopy, while the acquisition speed is 1,000 times higher. I exploit these features and demonstrate SLIM’s ability to measure the topography of a single atomic layer of graphene. Using a decoupling procedure for cylindrical structures, I extract the axially-averaged refractive index of semiconductor nanotubes and neurites of a live hippocampal neuron in culture. Owing to its low noise and temporal stability, SLIM enables nanometer-scale cell dynamics. Further, the linear relationship between the cell phase shift and its dry mass enables cell growth measurements in mammalian cells. The SLIM/fluorescence multimodal imaging allows for cell cycle dependent growth measurement, revealing that the G2 phase exhibits the highest growth rate and an exponential trend. Due to the micron-scale coherence length of the illuminating field, SLIM provides high axial resolution optical sectioning. Based on a 3D complex field deconvolution operation, tomographic refractive index distributions of live, unstained cells are obtained. Further, the optical field is numerically propagated to the far-zone and the scattering properties of tissue and cells have been studied. A scattering phase theorem was developed to bridge the gap between scattering and imaging. Other optical degrees of freedom associated with the sample, such as polarization measurement, are also demonstrated. Finally, SLIM renders the refractive index map of unstained histopathology slides to a quantitative color-coded image which is further proved to report onsite the carcinomas for prostate biopsies and calcifications for breast biopsies. The imaging signatures of SLIM report different properties of the tissue and cells compared to the gold standard of stained histopathology, which relies on a subjective practice and is sensitive to variations in the fixation and staining processes. The spatial correlations of refractive index indicate that cancer progression significantly alters the tissue organization. In particular, tissue refractive index exhibits consistently higher variance in prostate tumors than in normal regions. From the refractive index maps, I further obtained the spatially…
Subjects/Keywords Interference Microscopy; Phase Measurement; Quantitative Phase Imaging; Scattering Measurement
Contributors Popescu, Gabriel (advisor); Popescu, Gabriel (Committee Chair); Boppart, Stephen A. (committee member); Cunningham, Brian T. (committee member); Carney, Paul S. (committee member); Saif, M. Taher A. (committee member)
Language en
Rights Copyright 2011 Zhuo Wang
Country of Publication us
Record ID handle:2142/26251
Repository uiuc
Date Retrieved
Date Indexed 2018-11-19
Grantor University of Illinois at Urbana-Champaign
Issued Date 2011-08-25 22:20:55

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…the scattering potential distribution. With all these features, SLIM advances the field of quantitative phase imaging in several ways: i) provides speckle-free images, which allows for spatially sensitive optical path-length measurement (0.3…

…The quantitative phase information is thus retrieved by phase shifting interferometry. From phase contrast to SLIM As can be seen from Eq. 2.3, from only one measurement of I(x,y) the information regarding   cannot be uniquely retrieved…

…Quantifying cell-induced shifts in the optical path-lengths permits nanometer-scale measurements of structures and motions in a non-contact, non-invasive manner [2]. Thus, quantitative phase imaging (QPI) has recently become an active field…

…rendering quantitative phase maps across the sample. Because of the extremely short coherence length of this illumination light, approximately 1.2 m, SLIM provides label-free optical sectioning, allowing a threedimensional view of live cells, which reflects…

…nm); ii) uses common path interferometry, which enables temporally sensitive optical pathlength measurement (0.03 nm); iii) offers high-throughput topography and refractometry measurements; iv) renders 3D tomographic…

…produce a quantitative phase image that is uniquely determined. Figure 2.1c depicts the quantitative phase image associated with a cultured hippocampal neuron, which can be approximated by  ( x, y)  2   h( x, y ) 0  n(…

…the CCD plane, which is conjugatedwiththeimageplane.(b)Thephaseringsandtheircorrespondingimagesrecordedby theCCD.(c)SLIMquantitativephaseimageofahippocampalneuron.Thecolorbarindicatesoptical path…

…next section, the quantitative phase imaging with broadband light source will be discussed first, followed by characterization of light source, calibration of LCPM, and optical design considerations. The details of the design with part numbers can be…