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authorMurray Cumming <murrayc@murrayc.com>2010-11-03 08:57:02 +0100
committerMurray Cumming <murrayc@murrayc.com>2010-11-03 09:08:43 +0100
commit9407c540d210fd47af1b3545081e989a266e4973 (patch)
tree24e1a5f040440f0c69125a0db4863815b568af90
parent0ccf049d1c8e0bfb6369d5851ae070d72b3f0ba2 (diff)
Context::arc(): Correct the documentation, as in the C documentation.v1.8.6
* cairomm/context.h: arc(): Update the documentation based on the latest version of the cairo_arc() documentation, which was apparently fixed since we last wrote the C++ documentation based on it. This fixes bug #31345 (Christopher Head) about bad math in arc() documentation.
-rw-r--r--ChangeLog10
-rw-r--r--cairomm/context.h22
2 files changed, 22 insertions, 10 deletions
diff --git a/ChangeLog b/ChangeLog
index e0abe21..11fdc0a 100644
--- a/ChangeLog
+++ b/ChangeLog
@@ -1,3 +1,13 @@
+2010-11-03 Murray Cumming <murrayc@murrayc.com>
+
+ Context::arc(): Correct the documentation, as in the C documentation.
+
+ * cairomm/context.h: arc(): Update the documentation based on the latest
+ version of the cairo_arc() documentation, which was apparently fixed since
+ we last wrote the C++ documentation based on it.
+ This fixes bug #31345 (Christopher Head) about bad math in arc()
+ documentation.
+
2010-09-29 Armin Burgmeier <armin@arbur.net>
Added support for 64 bit and Visual Studio 2010.
diff --git a/cairomm/context.h b/cairomm/context.h
index 774b213..599638d 100644
--- a/cairomm/context.h
+++ b/cairomm/context.h
@@ -407,21 +407,23 @@ public:
void curve_to(double x1, double y1, double x2, double y2, double x3, double y3);
/** Adds a circular arc of the given radius to the current path. The arc is
- * centered at (xc, yc), begins at angle1 and proceeds in the direction of
- * increasing angles to end at angle2. If angle2 is less than angle1 it will
- * be progressively increased by 2*M_PI until it is greater than angle1.
+ * centered at (@a xc, @a yc), begins at @a angle1 and proceeds in the direction of
+ * increasing angles to end at @a angle2. If @a angle2 is less than @a angle1 it will
+ * be progressively increased by 2*M_PI until it is greater than @a angle1.
*
* If there is a current point, an initial line segment will be added to the
- * path to connect the current point to the beginning of the arc.
+ * path to connect the current point to the beginning of the arc. If this
+ * initial line is undesired, it can be avoided by calling
+ * begin_new_sub_path() before calling arc().
*
* Angles are measured in radians. An angle of 0 is in the direction of the
- * positive X axis (in user-space). An angle of M_PI radians (90 degrees) is
+ * positive X axis (in user-space). An angle of M_PI/2.0 radians (90 degrees) is
* in the direction of the positive Y axis (in user-space). Angles increase
* in the direction from the positive X axis toward the positive Y axis. So
* with the default transformation matrix, angles increase in a clockwise
* direction.
*
- * (To convert from degrees to radians, use degrees * (M_PI / 180.).)
+ * ( To convert from degrees to radians, use degrees * (M_PI / 180.0). )
*
* This function gives the arc in the direction of increasing angles; see
* arc_negative() to get the arc in the direction of decreasing angles.
@@ -447,10 +449,10 @@ public:
*/
void arc(double xc, double yc, double radius, double angle1, double angle2);
- /** Adds a circular arc of the given radius to the current path. The arc is
- * centered at (xc, yc), begins at angle1 and proceeds in the direction of
- * decreasing angles to end at angle2. If angle2 is greater than angle1 it
- * will be progressively decreased by 2*M_PI until it is greater than angle1.
+ /** Adds a circular arc of the given @a radius to the current path. The arc is
+ * centered at (@a xc, @a yc), begins at @a angle1 and proceeds in the direction of
+ * decreasing angles to end at @a angle2. If @a angle2 is greater than @a angle1 it
+ * will be progressively decreased by 2*M_PI until it is greater than @a angle1.
*
* See arc() for more details. This function differs only in the direction of
* the arc between the two angles.