A multi-layer solar radiative transfer (RT) scheme is proposed to deal with the vertical variation of inherent microphysical properties of clouds in this study. The exponential expressions are used to represent the vertical variation of optical properties caused by inhomogeneous microphysical properties. A perturbation method, coupled with the Eddington approximation, is used to solve the RT equation. In order to have a more accurate estimation of reflectance/transmittance for every single layer, the optical properties are adjusted following the theory of delta scaling in the proposed scheme. In addition, a modified adding method based on Chandrasekhar’s invariance principle is introduced to solve the multi-layer RT. The accuracy of the pro...
Abstract. The authors introduce a radiative transfer model CLOUD for reflection, transmission, and a...
This paper describes computationally e$cient methods of solving the two-stream plane-parallel equati...
One‐dimensional radiative transfer solvers are computationally much more efficient than full three‐d...
It is well known that including the delta-scaling in the radiative transfer calculation improves the...
The 4DCLOUDS project was established to gain a more accurate understanding of the role clouds play i...
A multilevel spectral radiative transfer model is used to develop simple but accurate parameterizati...
A multi-layer, one-dimensional (1-D) solar radiative transfer algorithm that accounts for subgrid-sc...
The radiative transfer perturbation theory (RTPT), which has already been introduced in atmospheric ...
The current work investigates the effect of small-scale cloud structures on the solar radiative flux...
The transfer of radiant energy in highly inhomogeneous media is a difficult problem that is encounte...
To relate the error associated with 1D radiative calculations to the geometrical scales of cloud org...
A new scheme based on perturbation method is presented to solve the problem of solar/infrared radiat...
The spatial distribution of aerosol and clouds in the atmosphere leads, in a significant number of c...
The spatial distribution of aerosol and clouds in the atmosphere leads, in a significant number of c...
Atmospheric radiative transfer plays a central role in understanding global climate change and anthr...
Abstract. The authors introduce a radiative transfer model CLOUD for reflection, transmission, and a...
This paper describes computationally e$cient methods of solving the two-stream plane-parallel equati...
One‐dimensional radiative transfer solvers are computationally much more efficient than full three‐d...
It is well known that including the delta-scaling in the radiative transfer calculation improves the...
The 4DCLOUDS project was established to gain a more accurate understanding of the role clouds play i...
A multilevel spectral radiative transfer model is used to develop simple but accurate parameterizati...
A multi-layer, one-dimensional (1-D) solar radiative transfer algorithm that accounts for subgrid-sc...
The radiative transfer perturbation theory (RTPT), which has already been introduced in atmospheric ...
The current work investigates the effect of small-scale cloud structures on the solar radiative flux...
The transfer of radiant energy in highly inhomogeneous media is a difficult problem that is encounte...
To relate the error associated with 1D radiative calculations to the geometrical scales of cloud org...
A new scheme based on perturbation method is presented to solve the problem of solar/infrared radiat...
The spatial distribution of aerosol and clouds in the atmosphere leads, in a significant number of c...
The spatial distribution of aerosol and clouds in the atmosphere leads, in a significant number of c...
Atmospheric radiative transfer plays a central role in understanding global climate change and anthr...
Abstract. The authors introduce a radiative transfer model CLOUD for reflection, transmission, and a...
This paper describes computationally e$cient methods of solving the two-stream plane-parallel equati...
One‐dimensional radiative transfer solvers are computationally much more efficient than full three‐d...