1989
DOI: 10.1016/0168-1923(89)90002-6
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A review on the theory of photon transport in leaf canopies

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Cited by 323 publications
(128 citation statements)
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References 329 publications
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“…The algorithm uses photon transport theory to estimate both the radiation regime within the vegetation canopy and the radiant exitance, based on the architecture of individual plants and the entire canopy, optical properties of vegetation elements and soil atmospheric conditions (Knyazikhin, 1999;Myneni et al 1989). The MODIS algorithm requires a land cover classification (also derived from MODIS data) to model the radiative transfer over larger areas.…”
Section: Physical Models For Determination Of Absorbed Parmentioning
confidence: 99%
“…The algorithm uses photon transport theory to estimate both the radiation regime within the vegetation canopy and the radiant exitance, based on the architecture of individual plants and the entire canopy, optical properties of vegetation elements and soil atmospheric conditions (Knyazikhin, 1999;Myneni et al 1989). The MODIS algorithm requires a land cover classification (also derived from MODIS data) to model the radiative transfer over larger areas.…”
Section: Physical Models For Determination Of Absorbed Parmentioning
confidence: 99%
“…The model is thus formulated in 11 parameters, eight at the 'leaf-level' (a vis , a NIR , t vis , and t NIR each for leaves and stems) and three canopy-level or 'structural' parameters, (L, S, and w). Note that the degree to which foliage is clumped is sometimes considered an additional parameter; in this version of the model the foliage is not clumped but randomly located (Myneni et al, 1989).…”
Section: Albedo Calculations and Parameter Estimationmentioning
confidence: 99%
“…Manabe, 1969;Dickinson et al, 1986;Milly & Shmakin, 2002), or (2) a calculation of albedo using an approximation of canopy radiation transport. In these approximation methods, instead of solving the full transport equation, the canopy is assumed horizontal, and the radiation field is divided into several components (Myneni et al, 1989). The simplest approach is to separate the radiation into upward and downward propagating diffuse streams based on the equations of Kubelka and Munk (see Kubelka, 1948).…”
Section: Introductionmentioning
confidence: 99%
“…To our knowledge, with the exception of the pioneering work of Kuusk (1995), no deterministic method has yet been found for computing 8(2) from canopy structure measurements, but it can be obtained empirically from comparison of measured and simulated gap fractions (e.g. Sinclair and Lemon, 1974;Sinclair and Knoerr, 1982;Neumann et al, 1989;Myneni et al, 1989;Baret et al, 1993;Andrieu et al, 1997;Chen et al, 1997 …”
Section: (2)k(θ)mentioning
confidence: 99%