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root/radiance/ray/src/cv/mgflib/spec.txt
Revision: 1.6
Committed: Fri Sep 2 16:04:13 1994 UTC (29 years, 8 months ago) by greg
Content type: text/plain
Branch: MAIN
Changes since 1.5: +15 -12 lines
Log Message:
corrected problems with cmix function (I think -- needs checking!)

File Contents

# Content
1 MATERIALS AND GEOMETRY FORMAT
2 SCCSid "$SunId$ LBL"
3
4 Introduction
5 ============
6 The following file format is a simple ASCII representation of surface
7 geometry and materials for the purpose of visible-light simulation
8 and rendering. The overall objective of this format is to provide
9 a very simple yet fairly complete modeling language that does not
10 place unreasonable demands on the applications programmer or the
11 object library creator.
12
13 Similar to Wavefront's .OBJ file format, our format utilizes a
14 number of object entities, one per line, some of which establish
15 a context for the entities that follow. Specifically, there is
16 a context for the current vertex, the current color, and the
17 current material. The current vertex is used only for setting
18 values related to that vertex. The current color is used for
19 setting values related to that color, as well as by certain
20 material attributes which take an optional color setting.
21 The current material is used for setting material-related
22 parameters, and for establishing the material for the following
23 geometric entities. In addition to these three named contexts,
24 there are two hierarchical (i.e. cumulative) contexts, the
25 current transform and the current object name.
26
27 Each entity is given by a short keyword, followed by space- or tab-
28 delimited arguments on a single line. A single entity may be extended
29 over multiple lines using a backslash ('\') character right before the
30 end of line, though no extended line may exceed 512 characters in total
31 length. (Given the current set of entities, even approaching 80
32 characters would be highly unusual.)
33
34 Entities and Contexts
35 =====================
36 There are three contexts in effect at all times, current vertex,
37 current color and current material. Initially, these contexts are
38 unnamed, and have specific default values. The unnamed vertex is the
39 origin. The unnamed color is neutral gray. The unnamed material is a
40 perfect (two-sided) absorber. The unnamed contexts may be modified,
41 but those modifications will not be saved. Thus, reestablishing an
42 unnamed context always gets its initial default value. To save a new
43 context or modify an old one, it must first be named. Entities
44 associated with named contexts (i.e. "v", "c" and "m") may be followed
45 by an identifier and an equals sign ('='), indicating a new context.
46 If there is no equals, then the context must already be defined, and
47 the appearance of the entity merely reestablishes this context. If the
48 context id is followed by an equals, then a new context is defined,
49 destroying any previous instance of that context name. Redefining or
50 changing values of a context does not affect earlier uses of the same
51 name, however. Contexts are always associated with a name id, which is
52 any non-blank sequence of printing ASCII characters. An optional
53 template may be given following the equals, which is a previously
54 defined context to use as a source of default values for this
55 definition. If no template is given, then the unnamed context of that
56 type is used to set initial values. Named contexts continue until the
57 next context definition of the same type.
58
59 Hierarchical Contexts
60 =====================
61 Two entities define a second type of context, which is hierarchical.
62 These are the transform ("xf") entity and the object ("o") entity.
63 The object entity is used simply for naming collections of surfaces.
64 An object entity with a name applies to the following surfaces up
65 until an object entity with no name, which signifies the end of this
66 object's scope. Object entities may be nested to any level, and
67 can be thought of as parts and subparts of an enclosing global object.
68 Note that this is strictly for ease of identification, and has no
69 real meaning as far as the geometric description goes. In contrast,
70 the transform entity is very significant as it determines how enclosing
71 objects are to be scaled and placed in the final description. Hierarchical
72 contexts may be nested in any way, but should not overlap.
73
74 Without further ado, here are the proposed entities and their interpretations:
75
76 Keyword Arguments Meaning
77 ------- --------- -------
78 # anything a comment
79 i filename [xform] include file (with transformation)
80 ies filename [-m f][xform] include IES luminaire (with transformation)
81 v [id [= [template]]] get/set vertex context
82 p x y z set point position for current vertex
83 n dx dy dz set surface normal for current vertex
84 c [id [= [template]]] get/set color context
85 cxy x y set CIE (x,y) chromaticity for current color
86 cspec l_min l_max v1 v2 .. set relative spectrum for current color
87 cmix w1 c1 w2 c2 .. mix named colors to make current color
88 m [id [= [template]]] get/set material context
89 sides {1|2} set number of sides for current material
90 rd rho_d set diffuse reflectance for current material
91 td tau_d set diffuse transmittance for current material
92 ed epsilon_d set diffuse emittance for current material
93 rs rho_s alpha_r set specular reflectance for current material
94 ts tau_s alpha_t set specular transmittance for current material
95 o [name] begin/end object context
96 f v1 v2 v3 .. polygon using current material, spec. vertices
97 sph vc radius sphere
98 cyl v1 radius v2 truncated right cylinder (open-ended)
99 cone v1 rad1 v2 rad2 truncated right cone (open-ended)
100 prism v1 v2 v3 .. length truncated right prism (closed solid)
101 ring vc rmin rmax circular ring with inner and outer radii
102 torus vc rmin rmax circular torus with inner and outer radii
103 xf [xform] begin/end transformation context
104
105 These are the context dependencies of each entity:
106
107 Entities Contexts
108 -------- --------
109 p, n vertex
110 cxy, cspec, cmix color
111 sides material
112 rd, td, ed, rs, ts color, material
113 f, sph, cyl, cone, ring, torus, prism material, object, transformation
114
115 Transformations
116 ===============
117 A rigid body transformation is given with the transform entity, or as
118 part of an included file. The following transformation flags and
119 arguments are defined:
120
121 -t dx dy dz translate objects along the given vector
122 -rx degrees rotate objects about the X-axis
123 -ry degrees rotate objects about the Y-axis
124 -rz degrees rotate objects about the Z-axis
125 -s scalefactor scale objects by the given factor
126 -mx mirror objects about the Y-Z plane
127 -my mirror objects about the X-Z plane
128 -mz mirror objects about the X-Y plane
129 -i N repeat the following arguments N times
130 -a N make an array of N geometric instances
131
132 Transform arguments have a cumulative effect. That is, a rotation
133 about X of 20 degrees followed by a rotation about X of -50 degrees
134 results in a total rotation of -30 degrees. However, if the two
135 rotations are separated by some translation vector, the cumulative
136 effect is quite different. It is best to think of each argument as
137 acting on the included geometric objects, and each subsequent transformation
138 argument affects the objects relative to their new position/orientation.
139
140 For example, rotating an object about its center requires translating
141 the object back to the origin, applying the desired rotation, and translating
142 it again back to its original position.
143
144 Rotations are given in degrees counter-clockwise about a principal axis.
145 That is, with the thumb of the right hand pointing in the direction
146 of the axis, rotation follows the curl of the fingers.
147
148 The transform command itself is also cumulative, but in the reverse
149 order. That is, later transformations (i.e. enclosed transformations)
150 are prepended to existing (i.e. enclosing) ones. A transform command
151 with no arguments is used to return to the previous condition. It is
152 necessary that transforms and their end statements ("xf" by itself) be
153 balanced in a file, so that later or enclosing files are not affected.
154
155 Transformations apply only to geometric types, e.g. polygons, spheres, etc.
156 Vertices and the components that go into geometry are not directly affected.
157 This is to avoid confusion and the inadvertent multiple application of a
158 given transformation.
159
160 Arrays
161 ======
162 The -a N transform specification causes the following transform
163 arguments to be repeated along with the contents of the included
164 objects N times. The first instance of the geometry will be in its
165 initial location; the second instance will be repositioned according
166 to the named transformation; the third instance will be repositioned by
167 applying this transformation twice, and so on up to N-1 applications.
168
169 Multi-dimensional arrays may be specified with a single include
170 entity by giving multiple array commands separated by their
171 corresponding transforms. A final transformation may be given
172 by preceeding it with a -i 1 specification. In other words, the
173 scope of an array command continues until the next -i or -a option.
174
175 Other Details
176 =============
177 End of line may be any one of the sequences: linefeed ('\n'), carriage-
178 return ('\r'), or a carriage return followed by a linefeed.
179
180 Blank lines are ignored on the input, as are any blanks preceeding
181 a keyword on a line. Indentation may improve readability, especially
182 in context definitions.
183
184 The comment character ('#') must be followed by at least one blank
185 character (space or tab) for easy parsing. Like any other line,
186 a comment may be extended to multiple lines using a backslash ('\').
187
188 Include filename paths are relative to the current file. Absolute
189 paths are expressly forbidden. UNIX conventions should be used for the
190 path separator ('/') and disk names should not be used (i.e. no
191 "C:\file"). To further enhance portability across systems, directory
192 names should be 8 characters or fewer with no suffix, filenames should
193 fit within an 8.3 format, and all characters should be lower case.
194 (They will be automatically promoted to upper case by DOS systems.)
195 We suggest the standard suffix ".mgf" for "materials and geometry format".
196
197 The XYZ coordinate system is right-handed, and lengths are always in
198 SI meters. This is not really a limitation as the first statement
199 in the file can always be a transform with the -s option to convert
200 to a more convenient set of units. Included IES files will also start
201 out in meters, and it is important to specify a transform into the
202 local coordinate system. The -m option (preceeding any transform)
203 may be used to specify an output multiplication factor.
204
205 Vertex normals need not be normalized, and a normal equal to (0,0,0) indicates
206 that the exact surface normal should be used. (This is the default.)
207
208 Color in this system does not include intensity, only hue and
209 saturation. Intensity, such as reflectance or emittance, is explicitly
210 included in the other material parameters. All colors are absolute,
211 e.g. spectral reflectance or transmittance under uniform white light.
212
213 A CIE xy chromaticity pair is the most basic color specification. A
214 full spectrum is the most general specification, and the starting (i.e.
215 minimum) and ending (i.e. maximum) wavelengths are given along with a
216 set of evenly spaced values. Wavelengths are given in nanometers, and
217 must be within the range of 380-780. The spectral values themselves,
218 which can be thought of as relative power density per nanometer, start
219 at the first wavelength and proceed at even increments to the last
220 wavelength. The values in between will be interpolated as necessary,
221 so there must be at least two specified points. The color mixing
222 entity is intended not only for the mixing of named colors, but also
223 for color specifications using an arbitrary set of basis functions.
224 The mixing coefficients are in effect relative luminances for each
225 color "primary." The actual total of the mixing coefficients or
226 spectral values is irrelevant, since the results will always be
227 normalized.
228
229 Diffuse emittance is always given in SI units of lumens/meter^2. Note that
230 this is emittance, not exitance, and does not include light reflected or
231 transmitted by the surface.
232
233 The roughness associated with specular reflectance and transmittance
234 is the RMS surface facet slope. A value of 0 indicates a perfectly
235 smooth surface, meaning that reflected or transmitted rays will not
236 be scattered.
237
238 The sum of the diffuse and specular reflectances and transmittances
239 must be strictly less than one (with no negative values, obviously).
240
241 The object entity establishes a hierarchical context, consisting of
242 this identifier and all those preceding. It has no real meaning except
243 to group the following surfaces up until an empty object statement
244 under a descriptive name for improved file readability.
245
246 Surfaces are two-sided unless the "sides" entity is used to set the
247 number of sides for a material to one. If a surfaces is one-sided,
248 then it appears invisible when viewed from the back side. This means
249 that a transmitting object will affect the light coming in through the
250 front surface and ignore the characteristics of the back surface. As
251 long as the characteristics are the same, the results should be
252 correct. If the rendering technique does not allow for one-sided
253 surfaces, an approximately correct result can be obtained for one-sided
254 transmitting surfaces by using the square root of the given tau_s and
255 half the given alpha_t. If a rendering technique does not permit
256 two-sided surfaces, then each surface must be made into two for
257 full compliance if "sides" is set to 2 (the default).
258
259 The surface normal of a face is oriented by the right-hand rule.
260 Specifically, the surface normal faces towards the viewer when the
261 vertices circulate counter-clockwise. Faces may be concave or convex,
262 but must be planar. Holes may be represented as concave polygons with
263 coincident sides (i.e. seams).
264
265 A prism consists of a set of coplanar vertices specifying an end-face,
266 and a length value. The prism will be extruded so that the end-face
267 points outward, unless the length value is negative, in which case the
268 object is extruded in the opposite direction, resulting in inward-
269 directed surface normals. If surface normals are specified for the
270 vertices, they will be applied to the side faces but not the end
271 faces, and they must generally point in the appropriate direction
272 (i.e. in or out depending on whether extrusion is negative or positive).
273
274 A sphere, cylinder or cone with negative radii is interpreted as having
275 an inward facing surface normal. Otherwise, the normal is assumed
276 to face outwards. (It is illegal for a cone to have one positive and
277 one negative radius.)
278
279 The central vertex for a ring or torus must have an associated normal,
280 which serves to orient the ring. The inner radius must be given first,
281 and must be strictly less than the outer radius. The inner radius may
282 be zero but not negative. There is an exception for a torus with
283 inward-pointing normal, which is identified by a negative outer radius
284 and a non-positive inner radius.
285
286 Examples
287 ========
288 The following is a complete example input file (don't ask me what it is):
289
290 # Define some materials:
291 m red_plastic =
292 c red =
293 cxy .8 .1
294 rd 0.5
295 # reestablish unnamed (neutral) color context:
296 c
297 rs 0.04 0.02
298 m green_plastic =
299 c green =
300 cxy .2 .6
301 rd 0.4
302 c
303 rs .05 0
304 m bright_emitter =
305 c
306 ed 1000
307 m dark =
308 c
309 rd .08
310 # Define some vertices:
311 v v1 =
312 p 10 5 7
313 v v2 =
314 p 15 3 9
315 v v3 =
316 p 20 -7 6
317 v v4 =
318 p 20 10 6
319 v v5 =
320 p 10 10 6
321 v v6 =
322 p 10 -7 6
323 v cv1 =
324 p -5 3 8
325 n 0 0 -1
326 v cv2 =
327 p -3 3 8
328 n 0 0 1
329 # make some faces:
330 m green_plastic
331 f v1 v3 v4
332 m red_plastic
333 f v3 v4 v5
334 f v5 v6 v7
335 m bright_emitter
336 f v3 v4 v5 v6
337 # make a cylindrical source with dark end caps:
338 m bright_emitter
339 cyl cv1 .15 cv2
340 m dark
341 ring cv1 0 .15
342 ring cv2 0 .15
343
344 The following is a more typical example, which relies on a material library:
345
346 # Include our materials:
347 i material.mgf
348 # Modify red_plastic to have no specular component:
349 m red_plastic
350 rs 0 0
351 # Make an alias for blue_plastic:
352 m outer_material = blue_plastic
353 # Make a new material based on brass, with greater roughness:
354 m rough_brass = brass
355 c brass_color
356 rs 0.9 0.15
357 # Load our vertices:
358 i lum1vert.mgf
359 # Modify appropriate vertices to make luminaire longer:
360 v v10
361 p 5 -2 -.1
362 v v11
363 p 5 2 -.1
364 v v8
365 p 5 2 0
366 v v9
367 p 5 -2 0
368 # Load our surfaces, rotating them -90 degrees about Z:
369 i lum1face.mgf -rz -90
370 # Make a 2-D array of sequins covering the face of the fixture:
371 m silver
372 i sequin.mgf -a 5 -t .5 0 0 -a 4 -t 0 .75 0
373
374 Note that by using libraries and modifying values, it is possible to create
375 a variety of fixtures without requiring large files to describe each one.
376
377 Interpretation
378 ==============
379 Interpretation of this language will be simplified by the creation
380 of a general parser that will be able to express the defined entities
381 in simpler forms and remove entities that would not be understood by
382 the caller.
383
384 For example, a caller may ask the standard parser to produce only
385 the entities for diffuse uncolored materials, vertices without normals,
386 and polygons. The parser would then expand all include statements,
387 remove all color statements, convert spheres and cones to polygonal
388 approximations, and so forth.
389
390 This way, a single general parser can permit software to operate
391 at whatever level it is capable, with a minimal loss of generality.
392 Furthermore, distribution of a standard parser will improve
393 both forward and backward compatibility as new entities are added
394 to the specification.
395
396 Rationale
397 =========
398 Why create yet another file format for geometric data, when so many
399 others already exist? The main answer to this question is that we
400 are not merely defining geometry, but materials as well. Though the
401 number of committee and de facto standards for geometric data is large,
402 the number of standards for geometry + materials is small. Of these,
403 almost all are non-physical in origin, i.e. they are based on common,
404 ad hoc computer graphics rendering practices and cannot be used to create
405 physical simulations. Of the one or two formats that were intended
406 for or could be adapted to physical simulation, the syntax and semantics
407 are at the same time too complex and too limiting to serve as a suitable
408 standard.
409
410 Specifically, establishing the above, new standard has the following
411 advantages:
412
413 o It is easy to parse.
414 o It is easy to support, at least as a least common denominator.
415 o It is ASCII and fairly easy for a person to read and understand.
416 o It supports simple color, material and vertex libraries.
417 o It includes a simple yet fairly complete material specification.
418 o It is easy to skip unsupported entities (e.g. color, vertex normals)
419 o It supports transformations and instances.
420 o It is easy to add new entities, and as long as these entities can
421 be approximated by the original set, backwards compatibility
422 can be maintained through a standard parsing library.
423
424 Most of the disadvantages of this format relate to its simplicity, but
425 since simplicity was our most essential goal, this could not be helped.
426 Specifically:
427
428 o There is no general representation of curved surfaces (though
429 vertex normals make approximations straightforward).
430 o There are no general surface scattering functions.
431 o There are no textures or bump-maps.
432
433 If any of these seems particularly important, I will look into adding them,
434 though they will tend to complicate the specification and make it more
435 difficult to support.