/** * Copyright © 2016 Mattias Andrée * * This program is free software: you can redistribute it and/or modify * it under the terms of the GNU General Public License as published by * the Free Software Foundation, either version 3 of the License, or * (at your option) any later version. * * This program is distributed in the hope that it will be useful, * but WITHOUT ANY WARRANTY; without even the implied warranty of * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the * GNU General Public License for more details. * * You should have received a copy of the GNU General Public License * along with this program. If not, see . */ #include "blackbody.h" #include #include #include /** * The highest colour temperature in the table. */ #define HIGHEST 40000 /** * The lowest colour temperature in the table. */ #define LOWEST 1000 /** * The temperature difference between the colours in the table. */ #define DELTA 100 /** * Convert from CIE xyY to [0, 1] sRGB. * * @param x The 'x' component. * @param y The 'y' component. * @param Y The 'Y' component. * @param r Output parameter for the “red” value. * (Seriously, sRGB red is orange, just look at it fullscreen.) * @param g Output parameter for the green value. * @param b Output parameter for the blue value. */ static void ciexyy_to_srgb(double x, double y, double Y, double *r, double *g, double *b) { #define SRGB(C) (((C) <= 0.0031308) ? (12.92 * (C)) : ((1.0 + 0.055) * pow((C), 1.0 / 2.4) - 0.055)) double X, Z; /* Convert CIE xyY to CIE XYZ. */ X = Y * (y == 0 ? 0 : (x / y)); Z = Y * (y == 0 ? 0 : ((1 - x - y) / y)); /* Convert CIE XYZ to [0, 1] linear RGB. (ciexyz_to_linear) */ *r = ( 3.240450 * X) + (-1.537140 * Y) + (-0.4985320 * Z); *g = (-0.969266 * X) + ( 1.876010 * Y) + ( 0.0415561 * Z); *b = (0.0556434 * X) + (-0.204026 * Y) + ( 1.0572300 * Z); /* Convert [0, 1] linear RGB to [0, 1] sRGB. */ SRGB(*r), SRGB(*g), SRGB(*b); } /** * Perform linear interpolation (considered very good) * between the CIE xyY values for two colour temperatures * and convert the result to sRGB. The two colours should * be the closest below the desired colour temperature, * and the closest above the desired colour temperature. * * @param x1 The 'x' component for the low colour. * @param y1 The 'y' component for the low colour. * @param x2 The 'x' component for the high colour. * @param y2 The 'y' component for the high colour. * @param temp The desired colour temperature. * @param r Output parameter for the “red” value. * @param g Output parameter for the green value. * @param b Output parameter for the blue value. */ static void interpolate(double x1, double y1, double x2, double y2, double temp, double *r, double *g, double *b) { double weight = fmod(temp, (double)DELTA) / (double)DELTA; double x = x1 * (1 - weight) + x2 * weight; double y = y1 * (1 - weight) + y2 * weight; ciexyy_to_srgb(x, y, 1.0, r, g, b); } /** * Get the [0, 1] sRGB values of a colour temperature. * * @param fd File descriptor for the colour table. * @param temp The desired colour temperature. * @param r Output parameter for the “red” value. * @param g Output parameter for the green value. * @param b Output parameter for the blue value. * @return 0 on succeess, -1 on error. * * @throws 0 The file did not have the expected size. * @throws EDOM The selected temperature is below 1000 K. */ int get_colour(int fd, long int temp, double *r, double *g, double *b) { double values[10]; /* low:x,y,r,g,b + high:x,y,r,g,b */ off_t offset; double max; /* We do not have any values for above 40 000 K, but * the differences will be unnoticeable, perhaps even * unencodeable. */ if (temp > HIGHEST) temp = HIGHEST; /* Things do not glow below 1000 K. Yes, fire is hot! */ if (temp < LOWEST) return errno = EDOM, -1; /* Read table. */ offset = ((off_t)temp - LOWEST) / DELTA; offset *= (off_t)(5 * sizeof(double)); errno = 0; if (pread(fd, values, sizeof(values), offset) < (ssize_t)sizeof(values)) return -1; /* Get colour. */ if (temp % DELTA) interpolate(values[0], values[1], values[6], values[7], (double)temp, r, g, b); else *r = values[2], *g = values[3], *b = values[4]; /* Adjust colours for use. */ max = fmax(fmax(fabs(*r), fabs(*g)), fabs(*b)); if (max != 0) *r /= max, *g /= max, *b /= max; *r = *r > 0.0 ? *r : 0.0; *g = *g > 0.0 ? *g : 0.0; *b = *b > 0.0 ? *b : 0.0; return 0; }