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Use single-precision math functions when available

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Since C99 we have floating point functions available for single precision,
so as it is what we need we detect them (configure) and use them when
appropriate. The goal is to avoid unnecessary float->double + double->float
conversion.

Signed-off-by: Christophe CURIS <christophe.curis@free.fr>
This commit is contained in:
Christophe CURIS authored and Carlos R. Mafra committed 2015-05-24 23:25:57 +01:00
1 parent d28edde23e
commit 9ab2203456
2 files changed
+51 -14
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src/actions.c
+21 -14
View File
@@ -52,6 +52,13 @@
#include "event.h"
#ifndef HAVE_FLOAT_MATHFUNC
#define sinf(x) ((float)sin((double)(x)))
#define cosf(x) ((float)cos((double)(x)))
#define sqrtf(x) ((float)sqrt((double)(x)))
#define atan2f(y, x) ((float)atan((double)(y) / (double)(x)))
#endif
static void find_Maximus_geometry(WWindow *wwin, WArea usableArea, int *new_x, int *new_y,
unsigned int *new_width, unsigned int *new_height);
static void save_old_geometry(WWindow *wwin, int directions);
@@ -792,8 +799,8 @@ static void animateResizeFlip(WScreen *scr, int x, int y, int w, int h, int fx,
if (angle > final_angle)
angle = final_angle;
dx = (cw / 10) - ((cw / 5) * sin(angle));
dch = (ch / 2) * cos(angle);
dx = (cw / 10) - ((cw / 5) * sinf(angle));
dch = (ch / 2) * cosf(angle);
midy = cy + (ch / 2);
points[0].x = cx + dx;
@@ -857,19 +864,19 @@ animateResizeTwist(WScreen *scr, int x, int y, int w, int h, int fx, int fy, int
if (angle > final_angle)
angle = final_angle;
a = atan(ch / cw);
d = sqrt((cw / 2) * (cw / 2) + (ch / 2) * (ch / 2));
a = atan2f(ch, cw);
d = sqrtf((cw / 2) * (cw / 2) + (ch / 2) * (ch / 2));
points[0].x = cx + cos(angle - a) * d;
points[0].y = cy + sin(angle - a) * d;
points[1].x = cx + cos(angle + a) * d;
points[1].y = cy + sin(angle + a) * d;
points[2].x = cx + cos(angle - a + WM_PI) * d;
points[2].y = cy + sin(angle - a + WM_PI) * d;
points[3].x = cx + cos(angle + a + WM_PI) * d;
points[3].y = cy + sin(angle + a + WM_PI) * d;
points[4].x = cx + cos(angle - a) * d;
points[4].y = cy + sin(angle - a) * d;
points[0].x = cx + cosf(angle - a) * d;
points[0].y = cy + sinf(angle - a) * d;
points[1].x = cx + cosf(angle + a) * d;
points[1].y = cy + sinf(angle + a) * d;
points[2].x = cx + cosf(angle - a + (float)WM_PI) * d;
points[2].y = cy + sinf(angle - a + (float)WM_PI) * d;
points[3].x = cx + cosf(angle + a + (float)WM_PI) * d;
points[3].y = cy + sinf(angle + a + (float)WM_PI) * d;
points[4].x = cx + cosf(angle - a) * d;
points[4].y = cy + sinf(angle - a) * d;
XGrabServer(dpy);
XDrawLines(dpy, scr->root_win, scr->frame_gc, points, 5, CoordModeOrigin);
XFlush(dpy);