cairo_path_t

typedef struct {
    cairo_status_t status;
    cairo_path_data_t *data;
    int num_data;
} cairo_path_t;

A data structure for holding a path. This data structure serves as the return value for cairo_copy_path_data() and cairo_copy_path_data_flat() as well the input value for cairo_append_path().

See cairo_path_data_t for hints on how to iterate over the actual data within the path.

The num_data member gives the number of elements in the data array. This number is larger than the number of independent path portions (defined in cairo_path_data_type_t), since the data includes both headers and coordinates for each portion.

union cairo_path_data_t

union cairo_path_data_t {
    struct {
	cairo_path_data_type_t type;
	int length;
    } header;
    struct {
	double x, y;
    } point;
};

cairo_path_data_t is used to represent the path data inside a cairo_path_t.

The data structure is designed to try to balance the demands of efficiency and ease-of-use. A path is represented as an array of cairo_path_data_t, which is a union of headers and points.

Each portion of the path is represented by one or more elements in the array, (one header followed by 0 or more points). The length value of the header is the number of array elements for the current portion including the header, (ie. length == 1 + # of points), and where the number of points for each element type must be as follows:

    %CAIRO_PATH_MOVE_TO:     1 point
    %CAIRO_PATH_LINE_TO:     1 point
    %CAIRO_PATH_CURVE_TO:    3 points
    %CAIRO_PATH_CLOSE_PATH:  0 points

The semantics and ordering of the coordinate values are consistent with cairo_move_to(), cairo_line_to(), cairo_curve_to(), and cairo_close_path().

Here is sample code for iterating through a ""

     int i;
     cairo_path_t *path;
     cairo_path_data_t *data;
 
     path = cairo_copy_path (cr);
 
     for (i=0; i < path->num_data; i += path->data[i].header.length) {
         data = &path->data[i];
         switch (data->header.type) {
         case CAIRO_PATH_MOVE_TO:
             do_move_to_things (data[1].point.x, data[1].point.y);
             break;
         case CAIRO_PATH_LINE_TO:
             do_line_to_things (data[1].point.x, data[1].point.y);
             break;
         case CAIRO_PATH_CURVE_TO:
             do_curve_to_things (data[1].point.x, data[1].point.y,
                                 data[2].point.x, data[2].point.y,
                                 data[3].point.x, data[3].point.y);
             break;
         case CAIRO_PATH_CLOSE_PATH:
             do_close_path_things ();
             break;
         }
     }
     cairo_path_destroy (path);

enum cairo_path_data_type_t

typedef enum _cairo_path_data_type {
    CAIRO_PATH_MOVE_TO,
    CAIRO_PATH_LINE_TO,
    CAIRO_PATH_CURVE_TO,
    CAIRO_PATH_CLOSE_PATH
} cairo_path_data_type_t;

cairo_copy_path ()

cairo_path_t*       cairo_copy_path                     (cairo_t *cr);

Creates a copy of the current path and returns it to the user as a cairo_path_t. See cairo_path_data_t for hints on how to iterate over the returned data structure.

cairo_copy_path_flat ()

cairo_path_t*       cairo_copy_path_flat                (cairo_t *cr);

Gets a flattened copy of the current path and returns it to the user as a cairo_path_t. See cairo_path_data_t for hints on how to iterate over the returned data structure.

This function is like cairo_copy_path() except that any curves in the path will be approximated with piecewise-linear approximations, (accurate to within the current tolerance value). That is, the result is guaranteed to not have any elements of type CAIRO_PATH_CURVE_TO which will instead be replaced by a series of CAIRO_PATH_LINE_TO elements.

This function will always return a valid pointer, but the result will have no data (data==NULL and num_data==0), if either of the following conditions hold:

cairo_path_destroy ()

void                cairo_path_destroy                  (cairo_path_t *path);

Immediately releases all memory associated with path. After a call to cairo_path_destroy() the path pointer is no longer valid and should not be used further.

NOTE: cairo_path_destroy function should only be called with a pointer to a cairo_path_t returned by a cairo function. Any path that is created manually (ie. outside of cairo) should be destroyed manually as well.

cairo_append_path ()

void                cairo_append_path                   (cairo_t *cr,
                                                         cairo_path_t *path);

Append the path onto the current path. The path may be either the return value from one of cairo_copy_path() or cairo_copy_path_flat() or it may be constructed manually. See cairo_path_t for details on how the path data structure should be initialized, and note that path->status must be initialized to CAIRO_STATUS_SUCCESS.

cairo_get_current_point ()

void                cairo_get_current_point             (cairo_t *cr,
                                                         double *x,
                                                         double *y);

Gets the current point of the current path, which is conceptually the final point reached by the path so far.

The current point is returned in the user-space coordinate system. If there is no defined current point then x and y will both be set to 0.0.

Most path construction functions alter the current point. See the following for details on how they affect the current point:

cairo_new_path(), cairo_move_to(), cairo_line_to(), cairo_curve_to(), cairo_arc(), cairo_rel_move_to(), cairo_rel_line_to(), cairo_rel_curve_to(), cairo_arc(), cairo_text_path(), cairo_stroke_to_path()

cairo_new_path ()

void                cairo_new_path                      (cairo_t *cr);

Clears the current path. After this call there will be no current point.

cairo_close_path ()

void                cairo_close_path                    (cairo_t *cr);

Adds a line segment to the path from the current point to the beginning of the current subpath, (the most recent point passed to cairo_move_to()), and closes this subpath.

The behavior of cairo_close_path() is distinct from simply calling cairo_line_to() with the equivalent coordinate in the case of stroking. When a closed subpath is stroked, there are no caps on the ends of the subpath. Instead, their is a line join connecting the final and initial segments of the subpath.

cairo_arc ()

void                cairo_arc                           (cairo_t *cr,
                                                         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 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.

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.

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 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.).)

This function gives the arc in the direction of increasing angles; see cairo_arc_negative() to get the arc in the direction of decreasing angles.

The arc is circular in user-space. To achieve an elliptical arc, you can scale the current transformation matrix by different amounts in the X and Y directions. For example, to draw an ellipse in the box given by x, y, width, height:

cairo_save (cr);
cairo_translate (x + width / 2., y + height / 2.);
cairo_scale (1. / (height / 2.), 1. / (width / 2.));
cairo_arc (cr, 0., 0., 1., 0., 2 * M_PI);
cairo_restore (cr);

cairo_arc_negative ()

void                cairo_arc_negative                  (cairo_t *cr,
                                                         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.

See cairo_arc() for more details. This function differs only in the direction of the arc between the two angles.

cairo_curve_to ()

void                cairo_curve_to                      (cairo_t *cr,
                                                         double x1,
                                                         double y1,
                                                         double x2,
                                                         double y2,
                                                         double x3,
                                                         double y3);

Adds a cubic Bézier spline to the path from the current point to position (x3, y3) in user-space coordinates, using (x1, y1) and (x2, y2) as the control points. After this call the current point will be (x3, y3).

cairo_line_to ()

void                cairo_line_to                       (cairo_t *cr,
                                                         double x,
                                                         double y);

Adds a line to the path from the current point to position (x, y) in user-space coordinates. After this call the current point will be (x, y).

cairo_move_to ()

void                cairo_move_to                       (cairo_t *cr,
                                                         double x,
                                                         double y);

If the current subpath is not empty, begin a new subpath. After this call the current point will be (x, y).

cairo_rectangle ()

void                cairo_rectangle                     (cairo_t *cr,
                                                         double x,
                                                         double y,
                                                         double width,
                                                         double height);

Adds a closed-subpath rectangle of the given size to the current path at position (x, y) in user-space coordinates.

This function is logically equivalent to:

cairo_move_to (cr, x, y);
cairo_rel_line_to (cr, width, 0);
cairo_rel_line_to (cr, 0, height);
cairo_rel_line_to (cr, -width, 0);
cairo_close_path (cr);

cairo_glyph_path ()

void                cairo_glyph_path                    (cairo_t *cr,
                                                         cairo_glyph_t *glyphs,
                                                         int num_glyphs);

cairo_text_path ()

void                cairo_text_path                     (cairo_t *cr,
                                                         const char *utf8);

cairo_rel_curve_to ()

void                cairo_rel_curve_to                  (cairo_t *cr,
                                                         double dx1,
                                                         double dy1,
                                                         double dx2,
                                                         double dy2,
                                                         double dx3,
                                                         double dy3);

Relative-coordinate version of cairo_curve_to(). All offsets are relative to the current point. Adds a cubic Bézier spline to the path from the current point to a point offset from the current point by (dx3, dy3), using points offset by (dx1, dy1) and (dx2, dy2) as the control points. After this call the current point will be offset by (dx3, dy3).

Given a current point of (x, y), cairo_rel_curve_to (cr, dx1, dy1, dx2, dy2, dx3, dy3) is logically equivalent to cairo_curve_to (cr, x + dx1, y + dy1, x + dx2, y + dy2, x + dx3, y + dy3).

cairo_rel_line_to ()

void                cairo_rel_line_to                   (cairo_t *cr,
                                                         double dx,
                                                         double dy);

Relative-coordinate version of cairo_line_to(). Adds a line to the path from the current point to a point that is offset from the current point by (dx, dy) in user space. After this call the current point will be offset by (dx, dy).

Given a current point of (x, y), cairo_rel_line_to(cr, dx, dy) is logically equivalent to cairo_line_to (cr, x + dx, y + dy).

cairo_rel_move_to ()

void                cairo_rel_move_to                   (cairo_t *cr,
                                                         double dx,
                                                         double dy);

If the current subpath is not empty, begin a new subpath. After this call the current point will offset by (x, y).

Given a current point of (x, y), cairo_rel_move_to(cr, dx, dy) is logically equivalent to cairo_move_to (cr, x + dx, y + dy).