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E-book
Author Trifonyuk, Lilia

Title Optical anisotropy of biological polycrystalline networks : vector-parametric diagnostics / Lilia Trifonyuk, Iryna V. Soltys, Alexander G. Ushenko, Yuriy A. Ushenko, Alexander V. Dubolazov, Jun Zheng
Published Singapore : Springer, 2023

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Description 1 online resource (103 p.)
Series SpringerBriefs in Applied Sciences and Technology
SpringerBriefs in applied sciences and technology.
Contents Intro -- Acknowledgments -- Introduction -- References -- Contents -- 1 Mueller-Matrix Modeling and Diagnostics of Optically Anisotropic Biological Layers -- 1.1 Basic Principles of Polarimetry of Biological Layers -- 1.2 Theoretical Models for Describing the Polarization-Optical Properties of Biological Tissues with Anisotropic Components -- 1.3 Mueller Matrixes of Optically Anisotropic Biological Layers and Rotational Invariants -- 1.4 Mueller-Matrix Model of Linear Birefringence of Fibrillar Networks of Biological Layers
1.5 Generalized Mueller-Matrix Model of Phase Anisotropy of the Biological Layer -- References -- 2 Methods and Systems of Polarization Mueller-Matrix Microscopy of Biological Samples -- 2.1 Physical Substantiation and Selection of Research Objects -- 2.2 Methods of Manufacturing Prototypes of Biological Tissues and Fluids -- 2.3 Characterization of Research Objects -- 2.4 Optical Scheme of Experimental Research and Their Characteristics -- 2.4.1 Optical Scheme of Two-Dimensional Spectrally Selective Stokes Polarimetry and Its Characteristics
2.4.2 Optical Scheme of Two-Dimensional Fourier-Stokes Polarimetry and Its Characteristics -- 2.5 Methods of Analytical Analysis and the Totality of Its Objective Parameters -- 2.5.1 Statistical Analysis -- 2.5.2 Fractal Analysis -- 2.5.3 Information Analysis and Method Strength -- References -- 3 Mueller-Matrix Description of the Optically Anisotropy of Biological Layers -- 3.1 The Main Types of Optical Anisotropy and Partial Matrix Operators for Its Description -- 3.2 Mueller-Matrix Approach to the Description of Polycrystalline Layers with Phase and Amplitude Anisotropy
3.3 Partial Mueller-Matrix Operators Describing the Mechanisms of Phase and Amplitude Anisotropy -- 3.4 Generalized Mueller Matrix of a Biological Layer with Phase and Amplitude Anisotropy -- 3.5 Mueller-Matrix Reconstruction or Reproduction of Optical Anisotropy Parameters -- References -- 4 Azimuthally Invariant Mueller-Matrix Mapping of Optically Anisotropic Networks of Biological Tissues and Fluids -- 4.1 Mueller-Matrix Images of Optically Anisotropic Networks of Biological Tissues
4.2 Mueller-Matrix Invariants Characterizing the Optical Anisotropy of Histological Sections of Biological Tissues -- 4.3 Mueller-Matrix Differentiation of Fibrillar Networks of Biological Tissues with Different Phase and Amplitude Anisotropy -- 4.3.1 Differentiation of Linear and Circular Birefringence Parameters -- 4.3.2 Differentiation of Linear and Circular Dichroism Parameters -- 4.4 Mueller-Matrix Mapping of Blood-Filled Biological Tissues -- References
Summary This book highlights the analysis of new azimuth-independent methods of Stokes polarimetry and Mueller-matrix reconstruction of distributions of optical anisotropy parameters using spatial-frequency filtering of manifestations of phase (linear and circular birefringence) and amplitude (linear and circular dichroism) anisotropy for diagnosing changes in the orientational-phase structure of fibrillar networks of histological sections of biological tissues and polycrystalline films of biological fluids
Analysis Materials
Chemistry, Analytic
Biology
Biophysics
Technology & Engineering
Science
Notes 5 Azimuthally Invariant Mueller-Matrix Reconstruction of the Optical Anisotropy Parameters of the Polycrystalline Structure of Biological Tissues and Human Fluids
Bibliography Includes bibliographical references
Notes Online resource; title from PDF title page (SpringerLink, viewed June 13, 2023)
Subject Optics.
Anisotropy.
Polycrystals.
optics.
anisotropy.
Anisotropy
Optics
Polycrystals
Form Electronic book
Author Soltys, Iryna V
Ushenko, Alexander G
Ushenko, Yuriy A
Dubolazov, Alexander V
Zheng, Jun
ISBN 9789819910878
9819910870