Abstract

The refractive index is an optical constant that plays a significant role in the description of light-matter interactions. When it comes to biological media, refraction is understudied despite recent advances in the field of bio-optics. In the present article, we report on the measurement of the refractive properties of freshly excised healthy and cancerous human liver samples, by use of a prism-coupling technique covering the visible and near-infrared spectral range. Novel data on the wavelength-dependent complex refractive index of human liver tissues are presented. The magnitude of the real and imaginary part of the refractive index is correlated with hepatic pathology. Notably, the real index contrast is pointed out as a marker of discrimination between normal liver tissue and hepatic metastases. In view of the current progress in optical biosensor technologies, our findings may be exploited for the development of novel surgical and endoscopic tools.

Highlights

  • The refractive index is an optical constant that plays a significant role in the description of light-matter interactions

  • Via Fresnel analysis, a complex refractive index was calculated for each experimental run

  • Taking into account the mm-diameter of the laser beams, this result is directly interpreted as the microscopically-averaged effective index, thereafter referred to as “refractive index”

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Summary

Introduction

The refractive index is an optical constant that plays a significant role in the description of light-matter interactions. The refractive index is a readily determined real number that quantifies the apparent reduction of the speed of light inside the medium, relative to the speed of light in vacuum. Tissues, are both absorbing and highly inhomogeneous, comprising internal arbitrarily-shaped structures in the macroscopic (≥mm) and microscopic (say, 50 nm to 50 μm) scale, the latter giving rise to photon multiple scattering effects[3,4,5]. To analyze the micro-optical properties of tissues, the concept of the “effective” refractive index has been introduced within the frame of an effective medium theory[6]. On the grounds of their operating principle, www.nature.com/scientificreports/

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