穆勒微积分
旋光法
方位角
极化(电化学)
极性分解
光学
对比度(视觉)
基质(化学分析)
计算机科学
散射
材料科学
物理
极地的
化学
物理化学
天文
复合材料
作者
Tatiana Novikova,Jessica C. Ramella‐Roman,Leonard Felger,Romain Gros,Ekkehard Hewer,Theoni Maragkou,Richard McKinley,Stefano Moriconi,Michael Murek,Angelo Pierangelo,Omar Rodríguez-Núñez,Irena Zubak,Philippe Schucht
摘要
The advent of polarization-sensitive cameras opens the avenue for real-time in-vivo polarimetric diagnostic imaging of biological tissues in clinical settings, but this approach allows measuring only the first three rows of 4×4 Mueller matrix. In order to extract diagnostically relevant images of tissue linear retardance, azimuth of the optical axis and depolarization from the partial Mueller matrix we have formulated a theoretical framework for the decomposition of 3×4 Mueller matrices and tested its validity on both simulated data for optical phantoms and experimental data collected from thick sections of formalin-fixed human brain measured in reflection. The polarimetric maps calculated with our algorithm and Lu-Chipman polar decomposition of the complete Mueller matrices demonstrate compelling correlation and preserve diagnostic image contrast.
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