The red edge of plant leaf reflectance

TLDR

The red edge is the sharp change in leaf reflectance between 680 and 750 nm, measured on many species with first‑derivative spectrophotometry, and its interpretation is grounded in Beer's Law and Kubelka‑Munk theory. The study found that the wavelength of maximum slope (λre) of the red edge correlates strongly with chlorophyll concentration and varies with species, developmental stage, leaf layering, and water content, shows two linear components linked to chlorophyll, is independent of ground cover, and that these relationships arise from absorption and scattering effects, making red‑edge measurements valuable for assessing chlorophyll status, leaf area index, and early stress detection.

Abstract

Abstract The red edge is the sharp change in leaf reflectance between 680 and 750 nm and has been measured on leaves of a variety of species by first derivative reflectance spectrophotometry. A parameter λre was defined as the wavelength of maximum slope and found to be dependent on chlorophyll concentration (p<0.001), with additional effects of species, developmental stage, leaf layering and leaf water content. The maximum slope parameter was found to be independent of simulated ground area coverage. Often two λre components were identified and both showed a linear relationship with the chlorophyll content of the leaves. The results have been interpreted in terms of Beer's Law and Kubelka-Munk theory. The chlorophyll concentration dependence of λre seems to be explained in terms of a pure absorption effect, and it is suggested that the existence of two λre components arises from the additional factor of leaf scattering properties. In comparison to broad band reflectance, the results indicate that red edge measurements will be valuable for assessment of vegetative chlorophyll status and leaf area index independently of ground cover variations, and are particularly suitable for early stress detection.