2 * Copyright (C) 2011 Marek Olšák <maraeo@gmail.com>
4 * Permission is hereby granted, free of charge, to any person obtaining a
5 * copy of this software and associated documentation files (the "Software"),
6 * to deal in the Software without restriction, including without limitation
7 * the rights to use, copy, modify, merge, publish, distribute, sublicense,
8 * and/or sell copies of the Software, and to permit persons to whom the
9 * Software is furnished to do so, subject to the following conditions:
11 * The above copyright notice and this permission notice (including the next
12 * paragraph) shall be included in all copies or substantial portions of the
15 * THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
16 * IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,
17 * FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL
18 * THE AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER
19 * LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING
20 * FROM, OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER
21 * DEALINGS IN THE SOFTWARE.
24 /* Copied from EXT_texture_shared_exponent */
30 #define MAX2( A, B ) ( (A)>(B) ? (A) : (B) )
32 /* XXX assuming little endian */
34 #define RGB9E5_EXPONENT_BITS 5
35 #define RGB9E5_MANTISSA_BITS 9
36 #define RGB9E5_EXP_BIAS 15
37 #define RGB9E5_MAX_VALID_BIASED_EXP 31
39 #define MAX_RGB9E5_EXP (RGB9E5_MAX_VALID_BIASED_EXP - RGB9E5_EXP_BIAS)
40 #define RGB9E5_MANTISSA_VALUES (1<<RGB9E5_MANTISSA_BITS)
41 #define MAX_RGB9E5_MANTISSA (RGB9E5_MANTISSA_VALUES-1)
42 #define MAX_RGB9E5 (((float)MAX_RGB9E5_MANTISSA)/RGB9E5_MANTISSA_VALUES * (1<<MAX_RGB9E5_EXP))
43 #define EPSILON_RGB9E5 ((1.0/RGB9E5_MANTISSA_VALUES) / (1<<RGB9E5_EXP_BIAS))
47 unsigned int negative
:1;
48 unsigned int biasedexponent
:8;
49 unsigned int mantissa
:23;
51 unsigned int mantissa
:23;
52 unsigned int biasedexponent
:8;
53 unsigned int negative
:1;
65 unsigned int biasedexponent
:RGB9E5_EXPONENT_BITS
;
66 unsigned int b
:RGB9E5_MANTISSA_BITS
;
67 unsigned int g
:RGB9E5_MANTISSA_BITS
;
68 unsigned int r
:RGB9E5_MANTISSA_BITS
;
70 unsigned int r
:RGB9E5_MANTISSA_BITS
;
71 unsigned int g
:RGB9E5_MANTISSA_BITS
;
72 unsigned int b
:RGB9E5_MANTISSA_BITS
;
73 unsigned int biasedexponent
:RGB9E5_EXPONENT_BITS
;
82 static float ClampRange_for_rgb9e5(float x
)
85 if (x
>= MAX_RGB9E5
) {
91 /* NaN gets here too since comparisons with NaN always fail! */
96 static float MaxOf3(float x
, float y
, float z
)
105 /* Ok, FloorLog2 is not correct for the denorm and zero values, but we
106 are going to do a max of this value with the minimum rgb9e5 exponent
107 that will hide these problem cases. */
108 static int FloorLog2(float x
)
113 return (f
.field
.biasedexponent
- 127);
116 unsigned float3_to_rgb9e5(const float rgb
[3])
122 int exp_shared
, maxm
;
125 rc
= ClampRange_for_rgb9e5(rgb
[0]);
126 gc
= ClampRange_for_rgb9e5(rgb
[1]);
127 bc
= ClampRange_for_rgb9e5(rgb
[2]);
129 maxrgb
= MaxOf3(rc
, gc
, bc
);
130 exp_shared
= MAX2(-RGB9E5_EXP_BIAS
-1, FloorLog2(maxrgb
)) + 1 + RGB9E5_EXP_BIAS
;
131 assert(exp_shared
<= RGB9E5_MAX_VALID_BIASED_EXP
);
132 assert(exp_shared
>= 0);
133 /* This pow function could be replaced by a table. */
134 denom
= pow(2, exp_shared
- RGB9E5_EXP_BIAS
- RGB9E5_MANTISSA_BITS
);
136 maxm
= (int) floor(maxrgb
/ denom
+ 0.5);
137 if (maxm
== MAX_RGB9E5_MANTISSA
+1) {
140 assert(exp_shared
<= RGB9E5_MAX_VALID_BIASED_EXP
);
142 assert(maxm
<= MAX_RGB9E5_MANTISSA
);
145 rm
= (int) floor(rc
/ denom
+ 0.5);
146 gm
= (int) floor(gc
/ denom
+ 0.5);
147 bm
= (int) floor(bc
/ denom
+ 0.5);
149 assert(rm
<= MAX_RGB9E5_MANTISSA
);
150 assert(gm
<= MAX_RGB9E5_MANTISSA
);
151 assert(bm
<= MAX_RGB9E5_MANTISSA
);
159 retval
.field
.biasedexponent
= exp_shared
;
164 void rgb9e5_to_float3(unsigned rgb
, float retval
[3])
171 exponent
= v
.field
.biasedexponent
- RGB9E5_EXP_BIAS
- RGB9E5_MANTISSA_BITS
;
172 scale
= (float) pow(2, exponent
);
174 retval
[0] = v
.field
.r
* scale
;
175 retval
[1] = v
.field
.g
* scale
;
176 retval
[2] = v
.field
.b
* scale
;