This is a companion module to SimpleDrawing. Its purpose is to simplify the drawing of basic shapes.
This module defines some basic shapes (such as Circle
) that can be endowed with attributes (such as line thickness and color). The underlying visualization of these objects is provided by Plots.
The general workflow is to (1) create a shape, (2) specify appearance attributes for that shape, and (3) visualize it using the draw
function.
using SimpleDrawingObjects, SimpleDrawing
C = Circle(2-im, 3) # circle centered at (2,-1) with radius 3
set_linecolor!(C, :red)
set_linewidth!(C, 2)
set_linestyle!(C, :dash)
newdraw() # erases the drawing window (from SimpleDrawing)
draw(C) # draws the circle
Here is the result:
Note that the center of the circle is specified as a complex number. Alternatively, we
could have used Circle(2,-1,3)
. Note that Circle(2,3)
is understood as Circle(2+0im,3)
and
would create a circle centered at (2,0)
.
The same image (only using SimpleDrawing
) could be accomplished like this:
draw_circle(2-im, 3, color=:red, linestyle=:dash, width=2)
The advantage of using a SimpleDrawingObject
is that its appearance attributes (color, line width, etc.) can be modified.
- Line Segments
Segment
Arrow
(aSegment
with an arrow at one end)
- Polygons
Polygon
,FilledPolygon
Rectangle
,FilledRectangle
(for axis-parallel rectangles)PolygonalPath
(unfilled, not closed)
- Circles
Circle
,FilledCircle
Arc
(arc of a circle)Ellipse
,FilledEllipse
- Spline Curves
OpenCurve
ClosedCurve
FilledClosedCurve
- Points
Point
More information on each of these is provided below.
The draw
function causes the object to be drawn on the screen.
The draw
function may be applied to a list (vector) of objects, in which case the objects
in the list are drawn in the order presented.
Each SimpleDrawingObject
has attributes that affect how it is drawn. The following methods are provided for setting object attributes:
set_linecolor!(o, c)
assigns the line colorc
too
. Default::black
set_linewidth!(o, w)
sets the line thickness of the lines drawn to bew
. Default:1
.set_linestyle!(o, style)
sets the line style ofo
tostyle
. Default:solid
.
These functions pertain only to Point
s:
set_pointsize!(p, sz)
pertains only toPoint
s and sets the size of thePoint
. Default:2
.set_pointcolor!(p, col)
pertains only toPoint
s and sets the color of thePoint
. Defaut::black
.
These functions pertain only to filled objects:
set_fillcolor!(o, col)
sets the interior color tocol
. Default::white
.set_fillalpha!(o, α)
sets the transparency of the fill toα
. Note thatα = 0
is completely transparent andα = 1
is completely opaque. Default:1
.
More generally, use set_attribute!(o, attr, val)
to set o
's attribute attr
to the value val
. Use with caution.
Use reset_attributes!(o)
to return o
to its "factory default" attributes.
The function get_attributes(o)
returns a view into o
's attribute dictionary which can then be directly manipulated (if you dare).
More information on object attributes can be found in the Plots documentation.
Create a new line segment using one of these:
-
Segment(a, b)
wherea
andb
are complex numbers. -
Segment(x, y, xx, yy)
where the arguments are real numbers; this creates a segment from(x,y)
to(xx,yy)
. -
Arrow(a, b)
creates a line segment froma
tob
with an arrowhead atb
. This is equivalent to:s = Segment(a, b)
set_attribute!(s, :arrow, true)
Polygons are created from a list of complex numbers. The following are equivalent
Polygon([1-2im, 3+im, 4, -1-im])
Polygon(1-2im, 3+im, 4, -1-im)
Polygon([1,3,4,-1], [-2,1,0,-1])
The convenience function Rectangle
creates an axis-parallel rectangle.
Rectangle(a, b)
creates a rectangle with opposite corners ata
andb
(as complex numbers).Rectangle(x, y, xx, yy)
creates a rectangle with opposite corners(x,y)
and(xx,yy)
.
The interior of a Polygon
is blank. To create a filled-in polygon, use FilledPolygon
(as well as FilledRectangle
).
A polygon with n
sides is defined using n
points. The last point in the list is joined to the
first to create a closed figure. We also provide this function:
PolygonalPath(pts)
to create a polygonal path in which the last point is not joined to the first.
Circles are created from a center and a radius:
Circle(z, r)
is the circle centered at (complex)z
with radiusr
.Circle(x, y, r)
is the circle centered at(x,y)
with radiusr
.
A FilledCircle
is a circle whose interior has a color. Like circles, create with one of these:
FilledCircle(z, r)
FilledCircle(x, y, r)
The symbols Disc
and Disk
are synonyms for FilledCircle
.
Arcs of circles are created with Arc(ctr, rad, t1, t2, t3)
where:
ctr
is (complex) the center of the circle,rad
is the radius of the circle,t1
is the starting angle for the arc,t2
is an angle for a point inside the arc, andt3
is the ending angle for the arc.
We require the intermediante angle t2
because simply specifying the end points of the arc does not determine which piece of the circle we are considering.
The center can also be specified as two real numbers: Arc(x, y, rad, t1, t2, t3)
.
Create an ellipse using Ellipse(z, rx, ry)
where z
is the center (complex) and rx
and ry
are the horizontal and vertical radii. Note that only axis-parallel ellipses can be created. Alternatively, use Ellipse(x, y, rx, ry)
for an ellipse centered at (x, y)
.
For an ellipse with a filled-in interior, use FilledEllipse
.
The functions ClosedCurve
and OpenCurve
create curves from a list of points (just like Polygon
).
The curves are cubic splines through those points. The following are all equivalent:
ClosedCurve([1-2im, 3+im, 4, -1-im])
CloseCurve(1-2im, 3+im, 4, -1-im)
ClosedCuve([1,3,4,-1], [-2,1,0,-1])
We also have FilledClosedCurve
for a closed curve whose interior is colored.
Points in the plane are created with Point(z)
or Point(x,y)
. A Point
is rendered as a small dot. These two functions determine the appearance of points:
set_pointsize!(p, sz = 3)
sets the size of the point.set_pointcolor!(p, col = :black)
sets the color of the point.
Finer control over point appearance can be achieved using set_fillcolor!
and set_linecolor!
for points. The function set_pointcolor!
sets the fill and the line of the Point
to the same color.