#include "image.h"
+#include "imagei.h"
#include <stdlib.h>
#include <math.h>
i_contrast(im, 0.8);
i_hardinvert(im);
+ i_unsharp_mask(im, 2.0, 1.0);
// and more
=head1 DESCRIPTION
Some of these functions are internal.
-=over 4
+=over
=cut
*/
+/*
+=item saturate(in)
+
+Clamps the input value between 0 and 255. (internal)
+
+ in - input integer
+
+=cut
+*/
+
+static
+unsigned char
+saturate(int in) {
+ if (in>255) { return 255; }
+ else if (in>0) return in;
+ return 0;
+}
mm_log((1, "i_bumpmap: channel = %d while bump image only has %d channels\n", channel, bump->channels));
return;
}
-
+
mx = (bump->xsize <= im->xsize) ? bump->xsize : im->xsize;
my = (bump->ysize <= im->ysize) ? bump->ysize : im->ysize;
i_img_empty_ch(&new_im, im->xsize, im->ysize, im->channels);
-
+
aX = (light_x > (mx >> 1)) ? light_x : mx - light_x;
aY = (light_y > (my >> 1)) ? light_y : my - light_y;
+
+typedef struct {
+ float x,y,z;
+} fvec;
+
+
+static
+float
+dotp(fvec *a, fvec *b) {
+ return a->x*b->x+a->y*b->y+a->z*b->z;
+}
+
+static
+void
+normalize(fvec *a) {
+ double d = sqrt(dotp(a,a));
+ a->x /= d;
+ a->y /= d;
+ a->z /= d;
+}
+
+
+/*
+ positive directions:
+
+ x - right,
+ y - down
+ z - out of the plane
+
+ I = Ia + Ip*( cd*Scol(N.L) + cs*(R.V)^n )
+
+ Here, the variables are:
+
+ * Ia - ambient colour
+ * Ip - intensity of the point light source
+ * cd - diffuse coefficient
+ * Scol - surface colour
+ * cs - specular coefficient
+ * n - objects shinyness
+ * N - normal vector
+ * L - lighting vector
+ * R - reflection vector
+ * V - vision vector
+
+ static void fvec_dump(fvec *x) {
+ printf("(%.2f %.2f %.2f)", x->x, x->y, x->z);
+ }
+*/
+
+/* XXX: Should these return a code for success? */
+
+
+
+
+/*
+=item i_bumpmap_complex(im, bump, channel, tx, ty, Lx, Ly, Lz, Ip, cd, cs, n, Ia, Il, Is)
+
+Makes a bumpmap on image im using the bump image as the elevation map.
+
+ im - target image
+ bump - image that contains the elevation info
+ channel - to take the elevation information from
+ tx - shift in x direction of where to start applying bumpmap
+ ty - shift in y direction of where to start applying bumpmap
+ Lx - x position/direction of light
+ Ly - y position/direction of light
+ Lz - z position/direction of light
+ Ip - light intensity
+ cd - diffuse coefficient
+ cs - specular coefficient
+ n - surface shinyness
+ Ia - ambient colour
+ Il - light colour
+ Is - specular colour
+
+if z<0 then the L is taken to be the direction the light is shining in. Otherwise
+the L is taken to be the position of the Light, Relative to the image.
+
+=cut
+*/
+
+
+void
+i_bumpmap_complex(i_img *im,
+ i_img *bump,
+ int channel,
+ int tx,
+ int ty,
+ float Lx,
+ float Ly,
+ float Lz,
+ float cd,
+ float cs,
+ float n,
+ i_color *Ia,
+ i_color *Il,
+ i_color *Is) {
+ i_img new_im;
+
+ int inflight;
+ int x, y, ch;
+ int mx, Mx, my, My;
+
+ float cdc[MAXCHANNELS];
+ float csc[MAXCHANNELS];
+
+ i_color x1_color, y1_color, x2_color, y2_color;
+
+ i_color Scol; /* Surface colour */
+
+ fvec L; /* Light vector */
+ fvec N; /* surface normal */
+ fvec R; /* Reflection vector */
+ fvec V; /* Vision vector */
+
+ mm_log((1, "i_bumpmap_complex(im %p, bump %p, channel %d, tx %d, ty %d, Lx %.2f, Ly %.2f, Lz %.2f, cd %.2f, cs %.2f, n %.2f, Ia %p, Il %p, Is %p)\n",
+ im, bump, channel, tx, ty, Lx, Ly, Lz, cd, cs, n, Ia, Il, Is));
+
+ if (channel >= bump->channels) {
+ mm_log((1, "i_bumpmap_complex: channel = %d while bump image only has %d channels\n", channel, bump->channels));
+ return;
+ }
+
+ for(ch=0; ch<im->channels; ch++) {
+ cdc[ch] = (float)Il->channel[ch]*cd/255.f;
+ csc[ch] = (float)Is->channel[ch]*cs/255.f;
+ }
+
+ mx = 1;
+ my = 1;
+ Mx = bump->xsize-1;
+ My = bump->ysize-1;
+
+ V.x = 0;
+ V.y = 0;
+ V.z = 1;
+
+ if (Lz < 0) { /* Light specifies a direction vector, reverse it to get the vector from surface to light */
+ L.x = -Lx;
+ L.y = -Ly;
+ L.z = -Lz;
+ normalize(&L);
+ } else { /* Light is the position of the light source */
+ inflight = 0;
+ L.x = -0.2;
+ L.y = -0.4;
+ L.z = 1;
+ normalize(&L);
+ }
+
+ i_img_empty_ch(&new_im, im->xsize, im->ysize, im->channels);
+
+ for(y = 0; y < im->ysize; y++) {
+ for(x = 0; x < im->xsize; x++) {
+ double dp1, dp2;
+ double dx = 0, dy = 0;
+
+ /* Calculate surface normal */
+ if (mx<x && x<Mx && my<y && y<My) {
+ i_gpix(bump, x + 1, y, &x1_color);
+ i_gpix(bump, x - 1, y, &x2_color);
+ i_gpix(bump, x, y + 1, &y1_color);
+ i_gpix(bump, x, y - 1, &y2_color);
+ dx = x2_color.channel[channel] - x1_color.channel[channel];
+ dy = y2_color.channel[channel] - y1_color.channel[channel];
+ } else {
+ dx = 0;
+ dy = 0;
+ }
+ N.x = -dx * 0.015;
+ N.y = -dy * 0.015;
+ N.z = 1;
+ normalize(&N);
+
+ /* Calculate Light vector if needed */
+ if (Lz>=0) {
+ L.x = Lx - x;
+ L.y = Ly - y;
+ L.z = Lz;
+ normalize(&L);
+ }
+
+ dp1 = dotp(&L,&N);
+ R.x = -L.x + 2*dp1*N.x;
+ R.y = -L.y + 2*dp1*N.y;
+ R.z = -L.z + 2*dp1*N.z;
+
+ dp2 = dotp(&R,&V);
+
+ dp1 = dp1<0 ?0 : dp1;
+ dp2 = pow(dp2<0 ?0 : dp2,n);
+
+ i_gpix(im, x, y, &Scol);
+
+ for(ch = 0; ch < im->channels; ch++)
+ Scol.channel[ch] =
+ saturate( Ia->channel[ch] + cdc[ch]*Scol.channel[ch]*dp1 + csc[ch]*dp2 );
+
+ i_ppix(&new_im, x, y, &Scol);
+ }
+ }
+
+ i_copyto(im, &new_im, 0, 0, (int)im->xsize, (int)im->ysize, 0, 0);
+ i_img_exorcise(&new_im);
+}
+
+
/*
=item i_postlevels(im, levels)
}
}
-/*
-=item saturate(in)
-
-Clamps the input value between 0 and 255. (internal)
-
- in - input integer
-
-=cut
-*/
-
-static
-unsigned char
-saturate(int in) {
- if (in>255) { return 255; }
- else if (in>0) return in;
- return 0;
-}
-
/*
=item i_watermark(im, wmark, tx, ty, pixdiff)
int vx, vy, ch;
i_color val, wval;
- for(vx=0;vx<128;vx++) for(vy=0;vy<110;vy++) {
+ int mx = wmark->xsize;
+ int my = wmark->ysize;
+
+ for(vx=0;vx<mx;vx++) for(vy=0;vy<my;vy++) {
i_gpix(im, tx+vx, ty+vy,&val );
i_gpix(wmark, vx, vy, &wval);
fdist[p] = xd*xd + yd*yd; /* euclidean distance */
break;
case 2: /* euclidean squared */
- fdist[p] = max(xd*xd, yd*yd); /* manhattan distance */
+ fdist[p] = i_max(xd*xd, yd*yd); /* manhattan distance */
break;
default:
m_fatal(3,"i_gradgen: Unknown distance measure\n");
}
i_ppix(im, x, y, &val);
}
+ myfree(fdist);
}
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
void
i_nearest_color_foo(i_img *im, int num, int *xo, int *yo, i_color *ival, int dmeasure) {
mindist = xd*xd + yd*yd; /* euclidean distance */
break;
case 2: /* euclidean squared */
- mindist = max(xd*xd, yd*yd); /* manhattan distance */
+ mindist = i_max(xd*xd, yd*yd); /* manhattan distance */
break;
default:
m_fatal(3,"i_nearest_color: Unknown distance measure\n");
curdist = xd*xd + yd*yd; /* euclidean distance */
break;
case 2: /* euclidean squared */
- curdist = max(xd*xd, yd*yd); /* manhattan distance */
+ curdist = i_max(xd*xd, yd*yd); /* manhattan distance */
break;
default:
m_fatal(3,"i_nearest_color: Unknown distance measure\n");
}
}
-
-
-
-
-
-
-
-
-
-
void
i_nearest_color(i_img *im, int num, int *xo, int *yo, i_color *oval, int dmeasure) {
i_color *ival;
int ysize = im->ysize;
int *cmatch;
- mm_log((1,"i_nearest_color(im %p, num %d, xo %p, yo %p, ival %p, dmeasure %d)\n", im, num, xo, yo, ival, dmeasure));
-
+ mm_log((1,"i_nearest_color(im %p, num %d, xo %p, yo %p, ival %p, dmeasure %d)\n", im, num, xo, yo, oval, dmeasure));
tval = mymalloc( sizeof(float)*num*im->channels );
ival = mymalloc( sizeof(i_color)*num );
mindist = xd*xd + yd*yd; /* euclidean distance */
break;
case 2: /* euclidean squared */
- mindist = max(xd*xd, yd*yd); /* manhattan distance */
+ mindist = i_max(xd*xd, yd*yd); /* manhattan distance */
break;
default:
m_fatal(3,"i_nearest_color: Unknown distance measure\n");
curdist = xd*xd + yd*yd; /* euclidean distance */
break;
case 2: /* euclidean squared */
- curdist = max(xd*xd, yd*yd); /* manhattan distance */
+ curdist = i_max(xd*xd, yd*yd); /* manhattan distance */
break;
default:
m_fatal(3,"i_nearest_color: Unknown distance measure\n");
c2 = 1.0/(float)(cmatch[midx]);
c1 = 1.0-c2;
- // printf("pixel [%d %d %d] c1+c2 = %f\n", val.channel[0], val.channel[1], val.channel[2], c1+c2);
- // printf("cmatch = %d, c1 = %f, c2 = %f tval=[%f %f %f]\n", cmatch[midx], c1, c2, tval[midx*im->channels], tval[midx*im->channels+1], tval[midx*im->channels+2] );
-
for(ch = 0; ch<im->channels; ch++)
tval[midx*im->channels + ch] = c1*tval[midx*im->channels + ch] + c2 * (float) val.channel[ch];
i_nearest_color_foo(im, num, xo, yo, ival, dmeasure);
}
+
+/*
+=item i_unsharp_mask(im, stddev, scale)
+
+Perform an usharp mask, which is defined as subtracting the blurred
+image from double the original.
+
+=cut
+*/
+void i_unsharp_mask(i_img *im, double stddev, double scale) {
+ i_img copy;
+ int x, y, ch;
+
+ if (scale < 0)
+ return;
+ /* it really shouldn't ever be more than 1.0, but maybe ... */
+ if (scale > 100)
+ scale = 100;
+
+ i_copy(©, im);
+ i_gaussian(©, stddev);
+ if (im->bits == i_8_bits) {
+ i_color *blur = mymalloc(im->xsize * sizeof(i_color) * 2);
+ i_color *out = blur + im->xsize;
+
+ for (y = 0; y < im->ysize; ++y) {
+ i_glin(©, 0, copy.xsize, y, blur);
+ i_glin(im, 0, im->xsize, y, out);
+ for (x = 0; x < im->xsize; ++x) {
+ for (ch = 0; ch < im->channels; ++ch) {
+ /*int temp = out[x].channel[ch] +
+ scale * (out[x].channel[ch] - blur[x].channel[ch]);*/
+ int temp = out[x].channel[ch] * 2 - blur[x].channel[ch];
+ if (temp < 0)
+ temp = 0;
+ else if (temp > 255)
+ temp = 255;
+ out[x].channel[ch] = temp;
+ }
+ }
+ i_plin(im, 0, im->xsize, y, out);
+ }
+
+ myfree(blur);
+ }
+ else {
+ i_fcolor *blur = mymalloc(im->xsize * sizeof(i_fcolor) * 2);
+ i_fcolor *out = blur + im->xsize;
+
+ for (y = 0; y < im->ysize; ++y) {
+ i_glinf(©, 0, copy.xsize, y, blur);
+ i_glinf(im, 0, im->xsize, y, out);
+ for (x = 0; x < im->xsize; ++x) {
+ for (ch = 0; ch < im->channels; ++ch) {
+ double temp = out[x].channel[ch] +
+ scale * (out[x].channel[ch] - blur[x].channel[ch]);
+ if (temp < 0)
+ temp = 0;
+ else if (temp > 1.0)
+ temp = 1.0;
+ out[x].channel[ch] = temp;
+ }
+ }
+ i_plinf(im, 0, im->xsize, y, out);
+ }
+
+ myfree(blur);
+ }
+ i_img_exorcise(©);
+}
+
+/*
+=item i_diff_image(im1, im2, mindiff)
+
+Creates a new image that is transparent, except where the pixel in im2
+is different from im1, where it is the pixel from im2.
+
+The samples must differ by at least mindiff to be considered different.
+
+=cut
+*/
+
+i_img *
+i_diff_image(i_img *im1, i_img *im2, int mindiff) {
+ i_img *out;
+ int outchans, diffchans;
+ int xsize, ysize;
+ i_img temp;
+
+ i_clear_error();
+ if (im1->channels != im2->channels) {
+ i_push_error(0, "different number of channels");
+ return NULL;
+ }
+
+ outchans = diffchans = im1->channels;
+ if (outchans == 1 || outchans == 3)
+ ++outchans;
+
+ xsize = i_min(im1->xsize, im2->xsize);
+ ysize = i_min(im1->ysize, im2->ysize);
+
+ out = i_sametype_chans(im1, xsize, ysize, outchans);
+
+ if (im1->bits == i_8_bits && im2->bits == i_8_bits) {
+ i_color *line1 = mymalloc(2 * xsize * sizeof(*line1));
+ i_color *line2 = line1 + xsize;
+ i_color empty;
+ int x, y, ch;
+
+ for (ch = 0; ch < MAXCHANNELS; ++ch)
+ empty.channel[ch] = 0;
+
+ for (y = 0; y < ysize; ++y) {
+ i_glin(im1, 0, xsize, y, line1);
+ i_glin(im2, 0, xsize, y, line2);
+ if (outchans != diffchans) {
+ /* give the output an alpha channel since it doesn't have one */
+ for (x = 0; x < xsize; ++x)
+ line2[x].channel[diffchans] = 255;
+ }
+ for (x = 0; x < xsize; ++x) {
+ int diff = 0;
+ for (ch = 0; ch < diffchans; ++ch) {
+ if (line1[x].channel[ch] != line2[x].channel[ch]
+ && abs(line1[x].channel[ch] - line2[x].channel[ch]) > mindiff) {
+ diff = 1;
+ break;
+ }
+ }
+ if (!diff)
+ line2[x] = empty;
+ }
+ i_plin(out, 0, xsize, y, line2);
+ }
+ myfree(line1);
+ }
+ else {
+ i_fcolor *line1 = mymalloc(2 * xsize * sizeof(*line1));
+ i_fcolor *line2 = line1 + xsize;
+ i_fcolor empty;
+ int x, y, ch;
+ double dist = mindiff / 255;
+
+ for (ch = 0; ch < MAXCHANNELS; ++ch)
+ empty.channel[ch] = 0;
+
+ for (y = 0; y < ysize; ++y) {
+ i_glinf(im1, 0, xsize, y, line1);
+ i_glinf(im2, 0, xsize, y, line2);
+ if (outchans != diffchans) {
+ /* give the output an alpha channel since it doesn't have one */
+ for (x = 0; x < xsize; ++x)
+ line2[x].channel[diffchans] = 1.0;
+ }
+ for (x = 0; x < xsize; ++x) {
+ int diff = 0;
+ for (ch = 0; ch < diffchans; ++ch) {
+ if (line1[x].channel[ch] != line2[x].channel[ch]
+ && abs(line1[x].channel[ch] - line2[x].channel[ch]) > dist) {
+ diff = 1;
+ break;
+ }
+ }
+ if (!diff)
+ line2[x] = empty;
+ }
+ i_plinf(out, 0, xsize, y, line2);
+ }
+ myfree(line1);
+ }
+
+ return out;
+}
+
+struct fount_state;
+static double linear_fount_f(double x, double y, struct fount_state *state);
+static double bilinear_fount_f(double x, double y, struct fount_state *state);
+static double radial_fount_f(double x, double y, struct fount_state *state);
+static double square_fount_f(double x, double y, struct fount_state *state);
+static double revolution_fount_f(double x, double y,
+ struct fount_state *state);
+static double conical_fount_f(double x, double y, struct fount_state *state);
+
+typedef double (*fount_func)(double, double, struct fount_state *);
+static fount_func fount_funcs[] =
+{
+ linear_fount_f,
+ bilinear_fount_f,
+ radial_fount_f,
+ square_fount_f,
+ revolution_fount_f,
+ conical_fount_f,
+};
+
+static double linear_interp(double pos, i_fountain_seg *seg);
+static double sine_interp(double pos, i_fountain_seg *seg);
+static double sphereup_interp(double pos, i_fountain_seg *seg);
+static double spheredown_interp(double pos, i_fountain_seg *seg);
+typedef double (*fount_interp)(double pos, i_fountain_seg *seg);
+static fount_interp fount_interps[] =
+{
+ linear_interp,
+ linear_interp,
+ sine_interp,
+ sphereup_interp,
+ spheredown_interp,
+};
+
+static void direct_cinterp(i_fcolor *out, double pos, i_fountain_seg *seg);
+static void hue_up_cinterp(i_fcolor *out, double pos, i_fountain_seg *seg);
+static void hue_down_cinterp(i_fcolor *out, double pos, i_fountain_seg *seg);
+typedef void (*fount_cinterp)(i_fcolor *out, double pos, i_fountain_seg *seg);
+static fount_cinterp fount_cinterps[] =
+{
+ direct_cinterp,
+ hue_up_cinterp,
+ hue_down_cinterp,
+};
+
+typedef double (*fount_repeat)(double v);
+static double fount_r_none(double v);
+static double fount_r_sawtooth(double v);
+static double fount_r_triangle(double v);
+static double fount_r_saw_both(double v);
+static double fount_r_tri_both(double v);
+static fount_repeat fount_repeats[] =
+{
+ fount_r_none,
+ fount_r_sawtooth,
+ fount_r_triangle,
+ fount_r_saw_both,
+ fount_r_tri_both,
+};
+
+static int simple_ssample(i_fcolor *out, double x, double y,
+ struct fount_state *state);
+static int random_ssample(i_fcolor *out, double x, double y,
+ struct fount_state *state);
+static int circle_ssample(i_fcolor *out, double x, double y,
+ struct fount_state *state);
+typedef int (*fount_ssample)(i_fcolor *out, double x, double y,
+ struct fount_state *state);
+static fount_ssample fount_ssamples[] =
+{
+ NULL,
+ simple_ssample,
+ random_ssample,
+ circle_ssample,
+};
+
+static int
+fount_getat(i_fcolor *out, double x, double y, struct fount_state *state);
+
+/*
+ Keep state information used by each type of fountain fill
+*/
+struct fount_state {
+ /* precalculated for the equation of the line perpendicular to the line AB */
+ double lA, lB, lC;
+ double AB;
+ double sqrtA2B2;
+ double mult;
+ double cos;
+ double sin;
+ double theta;
+ int xa, ya;
+ void *ssample_data;
+ fount_func ffunc;
+ fount_repeat rpfunc;
+ fount_ssample ssfunc;
+ double parm;
+ i_fountain_seg *segs;
+ int count;
+};
+
+static void
+fount_init_state(struct fount_state *state, double xa, double ya,
+ double xb, double yb, i_fountain_type type,
+ i_fountain_repeat repeat, int combine, int super_sample,
+ double ssample_param, int count, i_fountain_seg *segs);
+
+static void
+fount_finish_state(struct fount_state *state);
+
+#define EPSILON (1e-6)
+
+/*
+=item i_fountain(im, xa, ya, xb, yb, type, repeat, combine, super_sample, ssample_param, count, segs)
+
+Draws a fountain fill using A(xa, ya) and B(xb, yb) as reference points.
+
+I<type> controls how the reference points are used:
+
+=over
+
+=item i_ft_linear
+
+linear, where A is 0 and B is 1.
+
+=item i_ft_bilinear
+
+linear in both directions from A.
+
+=item i_ft_radial
+
+circular, where A is the centre of the fill, and B is a point
+on the radius.
+
+=item i_ft_radial_square
+
+where A is the centre of the fill and B is the centre of
+one side of the square.
+
+=item i_ft_revolution
+
+where A is the centre of the fill and B defines the 0/1.0
+angle of the fill.
+
+=item i_ft_conical
+
+similar to i_ft_revolution, except that the revolution goes in both
+directions
+
+=back
+
+I<repeat> can be one of:
+
+=over
+
+=item i_fr_none
+
+values < 0 are treated as zero, values > 1 are treated as 1.
+
+=item i_fr_sawtooth
+
+negative values are treated as 0, positive values are modulo 1.0
+
+=item i_fr_triangle
+
+negative values are treated as zero, if (int)value is odd then the value is treated as 1-(value
+mod 1.0), otherwise the same as for sawtooth.
+
+=item i_fr_saw_both
+
+like i_fr_sawtooth, except that the sawtooth pattern repeats into
+negative values.
+
+=item i_fr_tri_both
+
+Like i_fr_triangle, except that negative values are handled as their
+absolute values.
+
+=back
+
+If combine is non-zero then non-opaque values are combined with the
+underlying color.
+
+I<super_sample> controls super sampling, if any. At some point I'll
+probably add a adaptive super-sampler. Current possible values are:
+
+=over
+
+=item i_fts_none
+
+No super-sampling is done.
+
+=item i_fts_grid
+
+A square grid of points withing the pixel are sampled.
+
+=item i_fts_random
+
+Random points within the pixel are sampled.
+
+=item i_fts_circle
+
+Points on the radius of a circle are sampled. This produces fairly
+good results, but is fairly slow since sin() and cos() are evaluated
+for each point.
+
+=back
+
+I<ssample_param> is intended to be roughly the number of points
+sampled within the pixel.
+
+I<count> and I<segs> define the segments of the fill.
+
+=cut
+
+*/
+
+void
+i_fountain(i_img *im, double xa, double ya, double xb, double yb,
+ i_fountain_type type, i_fountain_repeat repeat,
+ int combine, int super_sample, double ssample_param,
+ int count, i_fountain_seg *segs) {
+ struct fount_state state;
+ int x, y;
+ i_fcolor *line = mymalloc(sizeof(i_fcolor) * im->xsize);
+ i_fcolor *work = NULL;
+
+ i_fountain_seg *my_segs;
+ i_fill_combine_f combine_func = NULL;
+ i_fill_combinef_f combinef_func = NULL;
+
+ i_get_combine(combine, &combine_func, &combinef_func);
+ if (combinef_func)
+ work = mymalloc(sizeof(i_fcolor) * im->xsize);
+
+ fount_init_state(&state, xa, ya, xb, yb, type, repeat, combine,
+ super_sample, ssample_param, count, segs);
+ my_segs = state.segs;
+
+ for (y = 0; y < im->ysize; ++y) {
+ i_glinf(im, 0, im->xsize, y, line);
+ for (x = 0; x < im->xsize; ++x) {
+ i_fcolor c;
+ int got_one;
+ if (super_sample == i_fts_none)
+ got_one = fount_getat(&c, x, y, &state);
+ else
+ got_one = state.ssfunc(&c, x, y, &state);
+ if (got_one) {
+ if (combine)
+ work[x] = c;
+ else
+ line[x] = c;
+ }
+ }
+ if (combine)
+ combinef_func(line, work, im->channels, im->xsize);
+ i_plinf(im, 0, im->xsize, y, line);
+ }
+ fount_finish_state(&state);
+ if (work) myfree(work);
+ myfree(line);
+}
+
+typedef struct {
+ i_fill_t base;
+ struct fount_state state;
+} i_fill_fountain_t;
+
+static void
+fill_fountf(i_fill_t *fill, int x, int y, int width, int channels,
+ i_fcolor *data);
+static void
+fount_fill_destroy(i_fill_t *fill);
+
+/*
+=item i_new_fount(xa, ya, xb, yb, type, repeat, combine, super_sample, ssample_param, count, segs)
+
+Creates a new general fill which fills with a fountain fill.
+
+=cut
+*/
+
+i_fill_t *
+i_new_fill_fount(double xa, double ya, double xb, double yb,
+ i_fountain_type type, i_fountain_repeat repeat,
+ int combine, int super_sample, double ssample_param,
+ int count, i_fountain_seg *segs) {
+ i_fill_fountain_t *fill = mymalloc(sizeof(i_fill_fountain_t));
+
+ fill->base.fill_with_color = NULL;
+ fill->base.fill_with_fcolor = fill_fountf;
+ fill->base.destroy = fount_fill_destroy;
+ if (combine)
+ i_get_combine(combine, &fill->base.combine, &fill->base.combinef);
+ else {
+ fill->base.combine = NULL;
+ fill->base.combinef = NULL;
+ }
+ fount_init_state(&fill->state, xa, ya, xb, yb, type, repeat, combine,
+ super_sample, ssample_param, count, segs);
+
+ return &fill->base;
+}
+
+/*
+=back
+
+=head1 INTERNAL FUNCTIONS
+
+=over
+
+=item fount_init_state(...)
+
+Used by both the fountain fill filter and the fountain fill.
+
+=cut
+*/
+
+static void
+fount_init_state(struct fount_state *state, double xa, double ya,
+ double xb, double yb, i_fountain_type type,
+ i_fountain_repeat repeat, int combine, int super_sample,
+ double ssample_param, int count, i_fountain_seg *segs) {
+ int i, j;
+ i_fountain_seg *my_segs = mymalloc(sizeof(i_fountain_seg) * count);
+ /*int have_alpha = im->channels == 2 || im->channels == 4;*/
+
+ memset(state, 0, sizeof(*state));
+ /* we keep a local copy that we can adjust for speed */
+ for (i = 0; i < count; ++i) {
+ i_fountain_seg *seg = my_segs + i;
+
+ *seg = segs[i];
+ if (seg->type < 0 || seg->type >= i_fst_end)
+ seg->type = i_fst_linear;
+ if (seg->color < 0 || seg->color >= i_fc_end)
+ seg->color = i_fc_direct;
+ if (seg->color == i_fc_hue_up || seg->color == i_fc_hue_down) {
+ /* so we don't have to translate to HSV on each request, do it here */
+ for (j = 0; j < 2; ++j) {
+ i_rgb_to_hsvf(seg->c+j);
+ }
+ if (seg->color == i_fc_hue_up) {
+ if (seg->c[1].channel[0] <= seg->c[0].channel[0])
+ seg->c[1].channel[0] += 1.0;
+ }
+ else {
+ if (seg->c[0].channel[0] <= seg->c[0].channel[1])
+ seg->c[0].channel[0] += 1.0;
+ }
+ }
+ /*printf("start %g mid %g end %g c0(%g,%g,%g,%g) c1(%g,%g,%g,%g) type %d color %d\n",
+ seg->start, seg->middle, seg->end, seg->c[0].channel[0],
+ seg->c[0].channel[1], seg->c[0].channel[2], seg->c[0].channel[3],
+ seg->c[1].channel[0], seg->c[1].channel[1], seg->c[1].channel[2],
+ seg->c[1].channel[3], seg->type, seg->color);*/
+
+ }
+
+ /* initialize each engine */
+ /* these are so common ... */
+ state->lA = xb - xa;
+ state->lB = yb - ya;
+ state->AB = sqrt(state->lA * state->lA + state->lB * state->lB);
+ state->xa = xa;
+ state->ya = ya;
+ switch (type) {
+ default:
+ type = i_ft_linear; /* make the invalid value valid */
+ case i_ft_linear:
+ case i_ft_bilinear:
+ state->lC = ya * ya - ya * yb + xa * xa - xa * xb;
+ state->mult = 1;
+ state->mult = 1/linear_fount_f(xb, yb, state);
+ break;
+
+ case i_ft_radial:
+ state->mult = 1.0 / sqrt((double)(xb-xa)*(xb-xa)
+ + (double)(yb-ya)*(yb-ya));
+ break;
+
+ case i_ft_radial_square:
+ state->cos = state->lA / state->AB;
+ state->sin = state->lB / state->AB;
+ state->mult = 1.0 / state->AB;
+ break;
+
+ case i_ft_revolution:
+ state->theta = atan2(yb-ya, xb-xa);
+ state->mult = 1.0 / (PI * 2);
+ break;
+
+ case i_ft_conical:
+ state->theta = atan2(yb-ya, xb-xa);
+ state->mult = 1.0 / PI;
+ break;
+ }
+ state->ffunc = fount_funcs[type];
+ if (super_sample < 0
+ || super_sample >= (int)(sizeof(fount_ssamples)/sizeof(*fount_ssamples))) {
+ super_sample = 0;
+ }
+ state->ssample_data = NULL;
+ switch (super_sample) {
+ case i_fts_grid:
+ ssample_param = floor(0.5 + sqrt(ssample_param));
+ state->ssample_data = mymalloc(sizeof(i_fcolor) * ssample_param * ssample_param);
+ break;
+
+ case i_fts_random:
+ case i_fts_circle:
+ ssample_param = floor(0.5+ssample_param);
+ state->ssample_data = mymalloc(sizeof(i_fcolor) * ssample_param);
+ break;
+ }
+ state->parm = ssample_param;
+ state->ssfunc = fount_ssamples[super_sample];
+ if (repeat < 0 || repeat >= (sizeof(fount_repeats)/sizeof(*fount_repeats)))
+ repeat = 0;
+ state->rpfunc = fount_repeats[repeat];
+ state->segs = my_segs;
+ state->count = count;
+}
+
+static void
+fount_finish_state(struct fount_state *state) {
+ if (state->ssample_data)
+ myfree(state->ssample_data);
+ myfree(state->segs);
+}
+
+
+/*
+=item fount_getat(out, x, y, ffunc, rpfunc, state, segs, count)
+
+Evaluates the fountain fill at the given point.
+
+This is called by both the non-super-sampling and super-sampling code.
+
+You might think that it would make sense to sample the fill parameter
+instead, and combine those, but this breaks badly.
+
+=cut
+*/
+
+static int
+fount_getat(i_fcolor *out, double x, double y, struct fount_state *state) {
+ double v = (state->rpfunc)((state->ffunc)(x, y, state));
+ int i;
+
+ i = 0;
+ while (i < state->count
+ && (v < state->segs[i].start || v > state->segs[i].end)) {
+ ++i;
+ }
+ if (i < state->count) {
+ v = (fount_interps[state->segs[i].type])(v, state->segs+i);
+ (fount_cinterps[state->segs[i].color])(out, v, state->segs+i);
+ return 1;
+ }
+ else
+ return 0;
+}
+
+/*
+=item linear_fount_f(x, y, state)
+
+Calculate the fill parameter for a linear fountain fill.
+
+Uses the point to line distance function, with some precalculation
+done in i_fountain().
+
+=cut
+*/
+static double
+linear_fount_f(double x, double y, struct fount_state *state) {
+ return (state->lA * x + state->lB * y + state->lC) / state->AB * state->mult;
+}
+
+/*
+=item bilinear_fount_f(x, y, state)
+
+Calculate the fill parameter for a bi-linear fountain fill.
+
+=cut
+*/
+static double
+bilinear_fount_f(double x, double y, struct fount_state *state) {
+ return fabs((state->lA * x + state->lB * y + state->lC) / state->AB * state->mult);
+}
+
+/*
+=item radial_fount_f(x, y, state)
+
+Calculate the fill parameter for a radial fountain fill.
+
+Simply uses the distance function.
+
+=cut
+ */
+static double
+radial_fount_f(double x, double y, struct fount_state *state) {
+ return sqrt((double)(state->xa-x)*(state->xa-x)
+ + (double)(state->ya-y)*(state->ya-y)) * state->mult;
+}
+
+/*
+=item square_fount_f(x, y, state)
+
+Calculate the fill parameter for a square fountain fill.
+
+Works by rotating the reference co-ordinate around the centre of the
+square.
+
+=cut
+*/
+static double
+square_fount_f(double x, double y, struct fount_state *state) {
+ int xc, yc; /* centred on A */
+ double xt, yt; /* rotated by theta */
+ xc = x - state->xa;
+ yc = y - state->ya;
+ xt = fabs(xc * state->cos + yc * state->sin);
+ yt = fabs(-xc * state->sin + yc * state->cos);
+ return (xt > yt ? xt : yt) * state->mult;
+}
+
+/*
+=item revolution_fount_f(x, y, state)
+
+Calculates the fill parameter for the revolution fountain fill.
+
+=cut
+*/
+static double
+revolution_fount_f(double x, double y, struct fount_state *state) {
+ double angle = atan2(y - state->ya, x - state->xa);
+
+ angle -= state->theta;
+ if (angle < 0) {
+ angle = fmod(angle+ PI * 4, PI*2);
+ }
+
+ return angle * state->mult;
+}
+
+/*
+=item conical_fount_f(x, y, state)
+
+Calculates the fill parameter for the conical fountain fill.
+
+=cut
+*/
+static double
+conical_fount_f(double x, double y, struct fount_state *state) {
+ double angle = atan2(y - state->ya, x - state->xa);
+
+ angle -= state->theta;
+ if (angle < -PI)
+ angle += PI * 2;
+ else if (angle > PI)
+ angle -= PI * 2;
+
+ return fabs(angle) * state->mult;
+}
+
+/*
+=item linear_interp(pos, seg)
+
+Calculates linear interpolation on the fill parameter. Breaks the
+segment into 2 regions based in the I<middle> value.
+
+=cut
+*/
+static double
+linear_interp(double pos, i_fountain_seg *seg) {
+ if (pos < seg->middle) {
+ double len = seg->middle - seg->start;
+ if (len < EPSILON)
+ return 0.0;
+ else
+ return (pos - seg->start) / len / 2;
+ }
+ else {
+ double len = seg->end - seg->middle;
+ if (len < EPSILON)
+ return 1.0;
+ else
+ return 0.5 + (pos - seg->middle) / len / 2;
+ }
+}
+
+/*
+=item sine_interp(pos, seg)
+
+Calculates sine function interpolation on the fill parameter.
+
+=cut
+*/
+static double
+sine_interp(double pos, i_fountain_seg *seg) {
+ /* I wonder if there's a simple way to smooth the transition for this */
+ double work = linear_interp(pos, seg);
+
+ return (1-cos(work * PI))/2;
+}
+
+/*
+=item sphereup_interp(pos, seg)
+
+Calculates spherical interpolation on the fill parameter, with the cusp
+at the low-end.
+
+=cut
+*/
+static double
+sphereup_interp(double pos, i_fountain_seg *seg) {
+ double work = linear_interp(pos, seg);
+
+ return sqrt(1.0 - (1-work) * (1-work));
+}
+
+/*
+=item spheredown_interp(pos, seg)
+
+Calculates spherical interpolation on the fill parameter, with the cusp
+at the high-end.
+
+=cut
+*/
+static double
+spheredown_interp(double pos, i_fountain_seg *seg) {
+ double work = linear_interp(pos, seg);
+
+ return 1-sqrt(1.0 - work * work);
+}
+
+/*
+=item direct_cinterp(out, pos, seg)
+
+Calculates the fountain color based on direct scaling of the channels
+of the color channels.
+
+=cut
+*/
+static void
+direct_cinterp(i_fcolor *out, double pos, i_fountain_seg *seg) {
+ int ch;
+ for (ch = 0; ch < MAXCHANNELS; ++ch) {
+ out->channel[ch] = seg->c[0].channel[ch] * (1 - pos)
+ + seg->c[1].channel[ch] * pos;
+ }
+}
+
+/*
+=item hue_up_cinterp(put, pos, seg)
+
+Calculates the fountain color based on scaling a HSV value. The hue
+increases as the fill parameter increases.
+
+=cut
+*/
+static void
+hue_up_cinterp(i_fcolor *out, double pos, i_fountain_seg *seg) {
+ int ch;
+ for (ch = 0; ch < MAXCHANNELS; ++ch) {
+ out->channel[ch] = seg->c[0].channel[ch] * (1 - pos)
+ + seg->c[1].channel[ch] * pos;
+ }
+ i_hsv_to_rgbf(out);
+}
+
+/*
+=item hue_down_cinterp(put, pos, seg)
+
+Calculates the fountain color based on scaling a HSV value. The hue
+decreases as the fill parameter increases.
+
+=cut
+*/
+static void
+hue_down_cinterp(i_fcolor *out, double pos, i_fountain_seg *seg) {
+ int ch;
+ for (ch = 0; ch < MAXCHANNELS; ++ch) {
+ out->channel[ch] = seg->c[0].channel[ch] * (1 - pos)
+ + seg->c[1].channel[ch] * pos;
+ }
+ i_hsv_to_rgbf(out);
+}
+
+/*
+=item simple_ssample(out, parm, x, y, state, ffunc, rpfunc, segs, count)
+
+Simple grid-based super-sampling.
+
+=cut
+*/
+static int
+simple_ssample(i_fcolor *out, double x, double y, struct fount_state *state) {
+ i_fcolor *work = state->ssample_data;
+ int dx, dy;
+ int grid = state->parm;
+ double base = -0.5 + 0.5 / grid;
+ double step = 1.0 / grid;
+ int ch, i;
+ int samp_count = 0;
+
+ for (dx = 0; dx < grid; ++dx) {
+ for (dy = 0; dy < grid; ++dy) {
+ if (fount_getat(work+samp_count, x + base + step * dx,
+ y + base + step * dy, state)) {
+ ++samp_count;
+ }
+ }
+ }
+ for (ch = 0; ch < MAXCHANNELS; ++ch) {
+ out->channel[ch] = 0;
+ for (i = 0; i < samp_count; ++i) {
+ out->channel[ch] += work[i].channel[ch];
+ }
+ /* we divide by 4 rather than samp_count since if there's only one valid
+ sample it should be mostly transparent */
+ out->channel[ch] /= grid * grid;
+ }
+ return samp_count;
+}
+
+/*
+=item random_ssample(out, parm, x, y, state, ffunc, rpfunc, segs, count)
+
+Random super-sampling.
+
+=cut
+*/
+static int
+random_ssample(i_fcolor *out, double x, double y,
+ struct fount_state *state) {
+ i_fcolor *work = state->ssample_data;
+ int i, ch;
+ int maxsamples = state->parm;
+ double rand_scale = 1.0 / RAND_MAX;
+ int samp_count = 0;
+ for (i = 0; i < maxsamples; ++i) {
+ if (fount_getat(work+samp_count, x - 0.5 + rand() * rand_scale,
+ y - 0.5 + rand() * rand_scale, state)) {
+ ++samp_count;
+ }
+ }
+ for (ch = 0; ch < MAXCHANNELS; ++ch) {
+ out->channel[ch] = 0;
+ for (i = 0; i < samp_count; ++i) {
+ out->channel[ch] += work[i].channel[ch];
+ }
+ /* we divide by maxsamples rather than samp_count since if there's
+ only one valid sample it should be mostly transparent */
+ out->channel[ch] /= maxsamples;
+ }
+ return samp_count;
+}
+
+/*
+=item circle_ssample(out, parm, x, y, state, ffunc, rpfunc, segs, count)
+
+Super-sampling around the circumference of a circle.
+
+I considered saving the sin()/cos() values and transforming step-size
+around the circle, but that's inaccurate, though it may not matter
+much.
+
+=cut
+ */
+static int
+circle_ssample(i_fcolor *out, double x, double y,
+ struct fount_state *state) {
+ i_fcolor *work = state->ssample_data;
+ int i, ch;
+ int maxsamples = state->parm;
+ double angle = 2 * PI / maxsamples;
+ double radius = 0.3; /* semi-random */
+ int samp_count = 0;
+ for (i = 0; i < maxsamples; ++i) {
+ if (fount_getat(work+samp_count, x + radius * cos(angle * i),
+ y + radius * sin(angle * i), state)) {
+ ++samp_count;
+ }
+ }
+ for (ch = 0; ch < MAXCHANNELS; ++ch) {
+ out->channel[ch] = 0;
+ for (i = 0; i < samp_count; ++i) {
+ out->channel[ch] += work[i].channel[ch];
+ }
+ /* we divide by maxsamples rather than samp_count since if there's
+ only one valid sample it should be mostly transparent */
+ out->channel[ch] /= maxsamples;
+ }
+ return samp_count;
+}
+
+/*
+=item fount_r_none(v)
+
+Implements no repeats. Simply clamps the fill value.
+
+=cut
+*/
+static double
+fount_r_none(double v) {
+ return v < 0 ? 0 : v > 1 ? 1 : v;
+}
+
+/*
+=item fount_r_sawtooth(v)
+
+Implements sawtooth repeats. Clamps negative values and uses fmod()
+on others.
+
+=cut
+*/
+static double
+fount_r_sawtooth(double v) {
+ return v < 0 ? 0 : fmod(v, 1.0);
+}
+
+/*
+=item fount_r_triangle(v)
+
+Implements triangle repeats. Clamps negative values, uses fmod to get
+a range 0 through 2 and then adjusts values > 1.
+
+=cut
+*/
+static double
+fount_r_triangle(double v) {
+ if (v < 0)
+ return 0;
+ else {
+ v = fmod(v, 2.0);
+ return v > 1.0 ? 2.0 - v : v;
+ }
+}
+
+/*
+=item fount_r_saw_both(v)
+
+Implements sawtooth repeats in the both postive and negative directions.
+
+Adjusts the value to be postive and then just uses fmod().
+
+=cut
+*/
+static double
+fount_r_saw_both(double v) {
+ if (v < 0)
+ v += 1+(int)(-v);
+ return fmod(v, 1.0);
+}
+
+/*
+=item fount_r_tri_both(v)
+
+Implements triangle repeats in the both postive and negative directions.
+
+Uses fmod on the absolute value, and then adjusts values > 1.
+
+=cut
+*/
+static double
+fount_r_tri_both(double v) {
+ v = fmod(fabs(v), 2.0);
+ return v > 1.0 ? 2.0 - v : v;
+}
+
+/*
+=item fill_fountf(fill, x, y, width, channels, data)
+
+The fill function for fountain fills.
+
+=cut
+*/
+static void
+fill_fountf(i_fill_t *fill, int x, int y, int width, int channels,
+ i_fcolor *data) {
+ i_fill_fountain_t *f = (i_fill_fountain_t *)fill;
+
+ while (width--) {
+ i_fcolor c;
+ int got_one;
+
+ if (f->state.ssfunc)
+ got_one = f->state.ssfunc(&c, x, y, &f->state);
+ else
+ got_one = fount_getat(&c, x, y, &f->state);
+
+ *data++ = c;
+
+ ++x;
+ }
+}
+
+/*
+=item fount_fill_destroy(fill)
+
+=cut
+*/
+static void
+fount_fill_destroy(i_fill_t *fill) {
+ i_fill_fountain_t *f = (i_fill_fountain_t *)fill;
+ fount_finish_state(&f->state);
+}
+
+/*
+=back
+
+=head1 AUTHOR
+
+Arnar M. Hrafnkelsson <addi@umich.edu>
+
+Tony Cook <tony@develop-help.com> (i_fountain())
+
+=head1 SEE ALSO
+
+Imager(3)
+
+=cut
+*/
projects / imager.git / blobdiff