Date: Fri, 29 Mar 2024 00:26:16 +0000 (UTC)
Message-ID: <2074698392.125.1711671976362@ip-10-0-0-233.us-west-2.compute.internal>
Subject: Exported From Confluence
MIME-Version: 1.0
Content-Type: multipart/related;
boundary="----=_Part_124_1333982112.1711671976360"
------=_Part_124_1333982112.1711671976360
Content-Type: text/html; charset=UTF-8
Content-Transfer-Encoding: quoted-printable
Content-Location: file:///C:/exported.html
The viewing transformation can be broken down into two pieces, t=
he camera-to-screen projection and the screen-to-raster projection. The cam=
era-to-screen projection flattens the 3-D world onto the 2-D screen. The sc=
reen-to-raster projection maps every point on the screen onto some output p=
ixel.
In this section, we will discuss the screen-to-raster projection, whose =
job it is to figure out how to get that screen rectangle onto the raster.=
p>
Screen-to-raster geom=
etry
Resolution
The first, and most obvious thing you might want to change is the image =
resolution. The default for resolution is determined by the output device. =
Each output device has a default resolution, and the default output device,=
a TIFF image, has a default resolution of 512 by 384. By using the RiDispl=
ay call, you can change the output device, and this will determine the new =
default resolution. If you want strict control of the resolution, the RiFor=
mat call can be used to set an explicit output resolution.
Pixel Aspect Ratio
Pixel aspect ratio defines the ratio of the width to the height of the i=
ndividual pixels on the device. Many displays have square pixels, and the r=
atio is 1.0; other displays have pixels that are wider than they are tall, =
or vice-versa. The TIFF default for pixel aspect ratio is 1.0, and each fra=
mebuffer device has the correct default for its monitor. It is rare to need=
to change this value, but if you do (for example, you are rendering on one=
device for later display on another) it is done with RiFormat. If you want=
to use RiFormat to set the resolution, but don't want to change the pixel =
aspect ratio (or vice-versa), use a value less than or equal to 0.0 for the=
RiFormat argument you don't want to modify. It will then retain its defaul=
t value.
Frame Aspect Ratio
The other aspect ratio which is available in RenderMan is the frame aspe=
ct ratio. This is used to force the exact ratio of the width to the height =
(shape) for the output image as a whole. For example, NTSC video has a 4 to=
3 aspect ratio while 70mm film has a 1.85 aspect ratio. You can set the re=
quired frame aspect ratio with RiFrameAspectRatio. If you do not set it, it=
defaults to the full size of the output device, which is usually what you =
want.
It should be obvious that the combination of resolution and pixel aspect=
ratio already define what the frame aspect ratio is, and that specifying i=
t again is either redundant or inconsistent. So why is it in the interface?=
If you know specifically what ratio you need, then you always want exactly=
that ratio, independent of what resolution or pixel aspect ratio you are u=
sing. In particular, you can make your rendering requests device-independen=
t by specifying only the frame aspect ratio. Then the device can set the =
=E2=80=9Cdefault=E2=80=9D (but actually =E2=80=9Cdevice maximum=E2=80=9D) r=
esolution and pixel aspect ratio, and your image will use the appropriate s=
ubset of that, in order to make the largest image possible which still has =
the correct frame aspect ratio.
What if you redundantly set both format and frame aspect ratio? You get =
the biggest image of the correct shape smaller than your specified format. =
Notice that if you let the pixel aspect ratio default, then frame aspect ra=
tio is not really redundant, because going to a different device with a dif=
ferent pixel aspect ratio will give you a differently shaped image even tho=
ugh it has the same resolution.
Crop Windows
Sometimes you want to generate only a small part of an image rather than=
render the whole thing. You could move the camera, zoom in on the section =
you wanted, and adjust the resolution, but that would be pretty complicated=
. Instead, it is very easily done with RiCropWindow. Setting a crop window =
does not change anything about the camera placement or viewing parameters. =
The only thing it does is indicate which subset of the normal output pixels=
you actually want rendered to the device. The crop window is specified as =
a fraction of the total image, rather than in pixel numbers, so that it is =
a resolution-independent value. The default is 0.0 through 1.0 in both x an=
d y.
The screen coordinate system is, conceptually, the same as the film plan=
e of a camera. Just as the lens of the camera focuses the light onto the fi=
lm plane, so the camera-to-screen transformation projects the objects in th=
e scene into screen coordinates. Note that the screen coordinate system is =
not the film itself, but the unbounded two-dimensional plane that the film =
lies on. The design of a real camera can choose how big the film is and how=
it is centered on the film plane, and even whether the film plane is perpe=
ndicular to the lens system. The camera-to-screen transformation controls a=
ll of these parameters in RenderMan's virtual camera.
Projections
The first step in the camera-to-screen transformation is to set up the c=
amera projection. RenderMan provides a plugin interface for user-created pr=
ojections. The built-in projections are: orthographic, perspective, sphere,=
cylinder, and torus. The projection is set using RiProjection, and default=
s to an orthographic projection.
A perspective projection models human perception with a vanishing point =
at the horizon, and where objects shrink as they get farther away. Typicall=
y, we think of looking through the top of a pyramid, with the tip at the ca=
mera point, and the screen (film) plane exactly one unit in front of the ca=
mera. Objects are projected onto the screen plane along lines that intersec=
t at the camera and get farther apart with distance.
An orthographic, or parallel, projection projects objects onto the scree=
n plane along parallel lines that are perpendicular to the screen. There is=
no perspective foreshortening. Objects appear the same size on the screen =
independent of their distance from the camera.
The sphere, cylinder, and torus projections are used to create environme=
nt maps and panoramic images.
=
PxrCamera is a projection plugin that supports a perspective proje=
ction with a number of physical effects, including tilt-shift depth of fiel=
d, chromatic aberration, lens distortion, vignetting, and a rolling shutter=
.
Perspective (l) and Orthographic (r)
Screen Window
The screen window is the rectangle which is the intersection of the pers=
pective viewing pyramid or orthographic viewing box with the screen plane a=
nd can be set for each camera. It is this rectangle which is then projected=
onto the display device by the screen-to-raster transformation.
The screen window is set by the RiScreenWindow procedure. Generally, the=
screen window is centered at the origin. That way, objects right in front =
of the camera appear in the middle of the output image. Also, generally, th=
e screen window has the same shape (frame aspect ratio) as the display devi=
ce. If this were not true, shapes of objects in the world would be distorte=
d when they appeared in the image. The default for screen window obeys both=
of these conventions. It is centered around the origin, and its shape is s=
et to be the same as the frame aspect ratio. Its overall size is chosen so =
that it ranges from -1 to 1 in the smallest direction. So, if the frame asp=
ect ratio is wider than tall, the default will be -1 to 1 in y, and wider t=
han that in x. If the frame aspect ratio is taller than it is wide, the def=
ault will be -1 to 1 in x, and taller than that in y.
Camera-to-screen geometry
The screen window can be used to zoom in or out. Shrinking the screen wi=
ndow (keeping the same shape) is equivalent to shrinking the viewing pyrami=
d, and this means a smaller section of the world will get projected onto th=
e same raster: a zoom. The screen window can also be used to create off-cen=
ter projections, by merely specifying a window that is not symmetric about =
the origin. And, as mentioned above, if the screen window is not the same s=
hape as the frame aspect ratio, you get an image which appears stretched in=
one direction (anamorphic), like the ones you get with a Panavision camera=
lens. Offset screen windows can also be used to present stereographic imag=
es.
Field of View
The perspective projection takes an optional argument that is the field =
of view. The perspective field of view moves the screen plane toward or awa=
y from the camera, so that the square which falls between (-1,1,-1,1) in sc=
reen coordinates covers the specified angle, as seen from the camera. For e=
xample, by default the field of view is 90 degrees, and thanks to trigonome=
try this means the screen plane is 1.0 units in front of the camera. If you=
were to specify a field of view of 20 degrees, the screen plane would be m=
oved back to 5.6713 units away (1.0/tan(20.0=C2=B0/2)).
It is popular to use only the field of view to control the viewing pyram=
id, in a way similar to the way a physical camera is used. In this scheme, =
the screen window is allowed to default to its normal value of (-1,1) in th=
e =E2=80=9Csmaller=E2=80=9D direction, and the field of view controls how m=
uch is visible through this screen window. The field of view control can th=
en be thought of as the minimum of the horizontal or vertical field of view=
, because in the =E2=80=9Clarger=E2=80=9D direction you see an even wider a=
ngle. This scheme is not as general as using RiScreenWindow, since it gives=
you only undistorted centered perspective views, but this is usually what =
you want, anyway.
Take care when using field of view and screen window at the same time. T=
he field of view does not specify the viewing angle through the specified s=
creen window -- it specifies the viewing angle through the (-1,1,-1,1) wind=
ow by moving the screen plane. The screen window is then computed relative =
to this moved screen plane. In practice, this is hard to control, and is on=
ly used in rare circumstances.
Field of view geometry
The viewing transformation has lots of controls, but typically they are =
not all used together. Rather, a couple important controls are set and the =
rest are left at their default values. There are a few simple rules to foll=
ow when tuning the viewing transformation:
The device knows its maximum resolution and pixel aspect ratio, and thes=
e can be overridden with RiFormat.
The chosen resolution and pixel aspect ratio determine the frame aspect =
ratio, and this can be overridden with RiFrameAspectRatio. If you override =
this, you won't use all of the pixels on the device.
The frame aspect ratio determines the default screen window, which is ce=
ntered and encloses the -1 to +1 square. This can be overridden by RiScreen=
Window to zoom or to provide off-center or anamorphic views.
Zooming can also be done by using RiProjection ("perspective", "fov", ..=
.) to set the minimum of the horizontal or vertical field-of-view. The othe=
r will be appropriate to meet the frame aspect ratio. It is best not to use=
this and RiScreenWindow at the same time.
With these rules in mind, it should be easy to get exactly the view you =
want onto exactly the pixels you want.
------=_Part_124_1333982112.1711671976360
Content-Type: application/octet-stream
Content-Transfer-Encoding: base64
Content-Location: file:///C:/89ed16703cc2879b763b25801b1b6581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------=_Part_124_1333982112.1711671976360
Content-Type: application/octet-stream
Content-Transfer-Encoding: base64
Content-Location: file:///C:/c56e98b8aac2f881a9c8d599e3662254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------=_Part_124_1333982112.1711671976360
Content-Type: application/octet-stream
Content-Transfer-Encoding: base64
Content-Location: file:///C:/ea6bdd127b2786b2c5cf538dd95bb05e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------=_Part_124_1333982112.1711671976360
Content-Type: application/octet-stream
Content-Transfer-Encoding: base64
Content-Location: file:///C:/56706b5d5058a622a02da8e46471badd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------=_Part_124_1333982112.1711671976360--