Adding a Solar-Radiance Function to the Hošek-Wilkie Skylight Model

Abstract

One prerequisite for realistic renderings of outdoor scenes is the proper capturing of the sky’s appearance. Currently, an explicit simulation of light scattering in the atmosphere isn’t computationally feasible, and won’t be in the foreseeable future. Captured luminance patterns have proven their usefulness in practice but can’t meet all user needs. To fill this capability gap, computer graphics technology has employed analytical models of sky-dome luminance patterns for more than two decades. For technical reasons, such models deal with only the sky dome’s appearance, though, and exclude the solar disc. The widely used model proposed by Arcot Preetham and colleagues employed a separately derived analytical formula for adding a solar emitter of suitable radiant intensity. Although this yields reasonable results, the formula is derived in a manner that doesn’t exactly match the conditions in their sky-dome model. But the more sophisticated a skylight model is and the more subtly it can represent different conditions, the more the solar radiance should exactly match the skylight’s conditions. Toward that end, researchers propose a solar-radiance function that exactly matches a recently published high-quality analytical skylight model.

Note: to access the paper PDF and the model source code, please use the “Source Code” link on your right. This leads you to the old sky dome modelling project page of our group, where these are provided (please scroll to the middle of the page, there are two other publications presented on that page). Lots of people have links to the old page, so we are leaving this as it is.

Please also note that our 2021 SIGGRAPH paper on sky dome modelling provides a much improved sky model that is also available for download! Unless compatibility with old codebases is essential, the new model should be used whenever possible!

BibTex Citation

				
					Adding a Solar-Radiance Function to the Hošek-Wilkie Skylight Model