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Replace the cosine table with a sine table, which (due to the vagaries of
rounding) has better spread. Implement fp16_sin() to go along with fp16_cos(). In the rendering loop, switch from addition to subtraction so the center of the pattern will be a trough rather than a peak. This is completely arbitrary, of course, but looks better to me.
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svn2git
2020-12-20 02:59:44 +00:00
svn path=/head/; revision=293049
@ -71,41 +71,65 @@ fp16_sqrt(fp16_t x)
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return (y);
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}
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static fp16_t fp16_cos_table[256] = {
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65536, 65534, 65531, 65524, 65516, 65505, 65491, 65475,
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65457, 65436, 65412, 65386, 65358, 65327, 65294, 65258,
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65220, 65179, 65136, 65091, 65043, 64992, 64939, 64884,
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64826, 64766, 64703, 64638, 64571, 64501, 64428, 64353,
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64276, 64197, 64115, 64030, 63943, 63854, 63762, 63668,
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63571, 63473, 63371, 63268, 63162, 63053, 62942, 62829,
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62714, 62596, 62475, 62353, 62228, 62100, 61971, 61839,
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61705, 61568, 61429, 61288, 61144, 60998, 60850, 60700,
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60547, 60392, 60235, 60075, 59913, 59749, 59583, 59414,
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59243, 59070, 58895, 58718, 58538, 58356, 58172, 57986,
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57797, 57606, 57414, 57219, 57022, 56822, 56621, 56417,
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56212, 56004, 55794, 55582, 55368, 55152, 54933, 54713,
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54491, 54266, 54040, 53811, 53581, 53348, 53114, 52877,
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52639, 52398, 52155, 51911, 51665, 51416, 51166, 50914,
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50660, 50403, 50146, 49886, 49624, 49360, 49095, 48828,
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48558, 48288, 48015, 47740, 47464, 47186, 46906, 46624,
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46340, 46055, 45768, 45480, 45189, 44897, 44603, 44308,
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44011, 43712, 43412, 43110, 42806, 42501, 42194, 41885,
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41575, 41263, 40950, 40636, 40319, 40002, 39682, 39362,
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39039, 38716, 38390, 38064, 37736, 37406, 37075, 36743,
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36409, 36074, 35738, 35400, 35061, 34721, 34379, 34036,
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33692, 33346, 32999, 32651, 32302, 31952, 31600, 31247,
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30893, 30538, 30181, 29824, 29465, 29105, 28745, 28383,
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28020, 27656, 27291, 26925, 26557, 26189, 25820, 25450,
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25079, 24707, 24334, 23960, 23586, 23210, 22833, 22456,
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22078, 21699, 21319, 20938, 20557, 20175, 19792, 19408,
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19024, 18638, 18253, 17866, 17479, 17091, 16702, 16313,
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15923, 15533, 15142, 14751, 14359, 13966, 13573, 13179,
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12785, 12390, 11995, 11600, 11204, 10807, 10410, 10013,
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9616, 9218, 8819, 8421, 8022, 7623, 7223, 6823,
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6423, 6023, 5622, 5222, 4821, 4420, 4018, 3617,
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3215, 2814, 2412, 2010, 1608, 1206, 804, 402,
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static fp16_t fp16_sin_table[256] = {
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0, 402, 804, 1206, 1608, 2010, 2412, 2814,
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3215, 3617, 4018, 4420, 4821, 5222, 5622, 6023,
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6423, 6823, 7223, 7623, 8022, 8421, 8819, 9218,
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9616, 10013, 10410, 10807, 11204, 11600, 11995, 12390,
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12785, 13179, 13573, 13966, 14359, 14751, 15142, 15533,
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15923, 16313, 16702, 17091, 17479, 17866, 18253, 18638,
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19024, 19408, 19792, 20175, 20557, 20938, 21319, 21699,
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22078, 22456, 22833, 23210, 23586, 23960, 24334, 24707,
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25079, 25450, 25820, 26189, 26557, 26925, 27291, 27656,
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28020, 28383, 28745, 29105, 29465, 29824, 30181, 30538,
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30893, 31247, 31600, 31952, 32302, 32651, 32999, 33346,
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33692, 34036, 34379, 34721, 35061, 35400, 35738, 36074,
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36409, 36743, 37075, 37406, 37736, 38064, 38390, 38716,
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39039, 39362, 39682, 40002, 40319, 40636, 40950, 41263,
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41575, 41885, 42194, 42501, 42806, 43110, 43412, 43712,
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44011, 44308, 44603, 44897, 45189, 45480, 45768, 46055,
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46340, 46624, 46906, 47186, 47464, 47740, 48015, 48288,
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48558, 48828, 49095, 49360, 49624, 49886, 50146, 50403,
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50660, 50914, 51166, 51416, 51665, 51911, 52155, 52398,
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52639, 52877, 53114, 53348, 53581, 53811, 54040, 54266,
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54491, 54713, 54933, 55152, 55368, 55582, 55794, 56004,
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56212, 56417, 56621, 56822, 57022, 57219, 57414, 57606,
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57797, 57986, 58172, 58356, 58538, 58718, 58895, 59070,
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59243, 59414, 59583, 59749, 59913, 60075, 60235, 60392,
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60547, 60700, 60850, 60998, 61144, 61288, 61429, 61568,
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61705, 61839, 61971, 62100, 62228, 62353, 62475, 62596,
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62714, 62829, 62942, 63053, 63162, 63268, 63371, 63473,
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63571, 63668, 63762, 63854, 63943, 64030, 64115, 64197,
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64276, 64353, 64428, 64501, 64571, 64638, 64703, 64766,
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64826, 64884, 64939, 64992, 65043, 65091, 65136, 65179,
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65220, 65258, 65294, 65327, 65358, 65386, 65412, 65436,
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65457, 65475, 65491, 65505, 65516, 65524, 65531, 65534,
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};
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/*
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* Compute the sine of theta.
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*/
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fp16_t
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fp16_sin(fp16_t theta)
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{
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unsigned int i;
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i = 1024 * (theta % FP16_2PI) / FP16_2PI;
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switch (i / 256) {
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case 0:
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return (fp16_sin_table[i % 256]);
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case 1:
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return (fp16_sin_table[255 - i % 256]);
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case 2:
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return (-fp16_sin_table[i % 256]);
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case 3:
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return (-fp16_sin_table[255 - i % 256]);
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default:
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/* inconceivable! */
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return (0);
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}
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}
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/*
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* Compute the cosine of theta.
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*/
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@ -117,13 +141,13 @@ fp16_cos(fp16_t theta)
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i = 1024 * (theta % FP16_2PI) / FP16_2PI;
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switch (i / 256) {
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case 0:
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return (fp16_cos_table[i % 256]);
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return (fp16_sin_table[255 - i % 256]);
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case 1:
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return (-fp16_cos_table[255 - i % 256]);
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return (-fp16_sin_table[i % 256]);
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case 2:
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return (-fp16_cos_table[i % 256]);
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return (-fp16_sin_table[255 - i % 256]);
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case 3:
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return (fp16_cos_table[255 - i % 256]);
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return (fp16_sin_table[i % 256]);
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default:
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/* inconceivable! */
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return (0);
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@ -78,7 +78,8 @@ fp16_t fp16_sqrt(fp16_t);
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#define FP16_PI_2 102943
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#define FP16_PI_4 51471
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/* cosine */
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/* sine and cosine */
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fp16_t fp16_sin(fp16_t);
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fp16_t fp16_cos(fp16_t);
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#endif
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@ -104,7 +104,7 @@ plasma_update(video_adapter_t *adp)
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sqd = ItoFP16(dx * dx + dy * dy);
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d = fp16_sqrt(sqd);
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/* divide by 4 to stretch out the pattern */
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m = fp16_add(m, fp16_cos(d / 4));
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m = fp16_sub(m, fp16_cos(d / 4));
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}
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/*
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* m is now in the range +/- FOCI, but we need a
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