Date: Thu, 28 Mar 2024 18:51:48 +0000 (UTC)
Message-ID: <846160642.8024.1711651908416@ip-10-0-0-233.us-west-2.compute.internal>
Subject: Exported From Confluence
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The rendering of effects like fog, smoke, clouds, cloudy water, and even=
glass is complicated because light no longer just interacts with the surfa=
ce of a material; it can be both attenuated and scattered inside and within=
the participating media. Volume rendering is required to handle the complex light transport.
When dealing with volumetric effects that are homogeneous (the participating media is unchanging inside the volume, i.e. unclouded=
glass or water), a dedicated volume shader like PxrVolume or a surface shader that supports some volume=
tric effects like PxrSurface=
can be used on closed geometry of any type - for example a subdivision mesh. However, if the effe=
cts are heterogeneous (like fog or clouds), then a sp=
ecial type of geometry is typically needed in order to provide values that =
change over a three-dimensional domain. RenderMan provides a volume primiti=
ve (RiVolume) which supports this need.
The volume primitive is simply a rectangular axis-aligned box that can r=
eturn a value for an arbitrary variable at a three-dimension coordinate ins=
ide the box. This differs from a parametric surface, which can typically on=
ly respond to queries on the surface parameterized by two-dimensional coord=
inates. For volume rendering of participating media such as smoke, the most=
typically used variable is the density of the volume. For more complicated=
situations like fire, densities like fuel, temperature, or velocity may be=
part of the variables associated with the volume primitive.
Volume Description
There are two descriptions of the volume primitive typically used with R=
enderMan.
- The simplest is a box subdivided in three dimensions into a regular lat=
tice of voxels, with values provided for arbitrary variables at every corne=
r of the lattice. A lookup of a variable within the box performs trilinear =
or tricubic interpolation of the nearest lattice points. This representatio=
n, while simple, may lead to unwieldy RIB files for dense volumes.
This approach is used by RenderMan for Maya to render Maya fluids. In the M=
aya user interface shown below, the bounds of the box are directly manipula=
ted in the viewer on the left. In the attribute editor, the resolution desc=
ribes the number of subdivisions of the box, which ultimately affect the ac=
curacy of the volume simulation and rendering; in this case, the box is div=
ided into 10x10x10 voxels. The variables associated with the volume are des=
cribed in the Contents Method pulldown; here, the variables "Density" and "=
Velocity" are enabled, while "Temperature" and "Fuel" are disabled.
- In situations where the volume is already described via an external res=
ource such as an OpenVDB file on disk, the volume primitiv=
e supports arbitrary C++ volume field plugins which can in=
terface directly with the external resource in order to compute the value o=
f an arbitrary variable within the extents of the box. RenderMan provides a=
plugin called impl_openvdb which can use VDB files directly. In this case,=
the volume description simply involves the extents of the box, the OpenVDB=
file, and the grids from the OpenVDB file which correspond to useful primi=
tive variables.
Below is an illustration of using the OpenVDB Viewer node supplied with Ren=
derMan for Maya. An OpenVDB file has been loaded from disk and the contents=
of the density grid visualized in Maya. The Primitive Variables tab descri=
bes the mapping from the OpenVDB grids to the variables that will be made a=
vailable to RenderMan.
Volume Shading
With the geometry description of a volume being relatively simple, setti=
ng the shading parameters of the volume is critical to the overall look. Fo=
r volume effects like fog, smoke, and clouds, RenderMan provides a dedicate=
d shader called PxrVolume. Af=
ter performing a volumetric simulation, a typical workflow for rendering in=
volves setting up the geometry description as above, deciding which variabl=
es in the geometry description need to be mapped either directly to inputs =
of PxrVolume, or remapped using intermediate Pattern nodes, and finally twe=
aking the settings in PxrVolume to control the overall volumetric look. Not=
e that scattering in the volume is controlled by the Max Path Length parame=
ter in the chosen integrator and not the individual diffuse and specular tr=
ace depths.
The "dice" "minlength" attribute shou=
ld be set to -1 to provide a hint about what the min length should be based=
on the voxel data. This may become the default behavior in the future.
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