Kyocera KM-8030 PRESCRIBE Commands Technical Reference Manual - Rev. 4.7 - Page 48

Drawing Complex Curves, Printout of a Circle Made with PMRA, Bézier Curves

Page 48 highlights

Chapter 2 Graphics Tutorial Figure 2. 24. Printout of a Circle Made with PMRA Drawing Complex Curves PRESCRIBE also provides a second curve-drawing operator for constructing complex curves that are referred to as Bézier curve segments. The PCRP (Path, Curve to Relative Position) uses the following format. PCRP x1, y1, x2, y2, x3, y3; Figure 2. 25. Bézier Curves x1, y1 x2, y2 Current position x1, y1 x3, y3 Current position x2, y2 x3, y3 x2, y2 x1, y1 Current position x3, y3 A Bézier curve segment is one that is geometrically defined by a starting point (the cursor's current position), two control points (x1, y1 and x2, y2), and an ending point (x3, y3). Coordinates of each of these points are specified as an offset from the cursor's previous position. 2-26

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Chapter 2 Graphics Tutorial
2-26
Figure 2. 24.
Printout of a Circle Made with PMRA
Drawing Complex Curves
PRESCRIBE also provides a second curve-drawing operator for constructing complex
curves that are referred to as
Bézier
curve segments. The PCRP (Path, Curve to Relative
Position) uses the following format.
PCRP
x1
,
y1
,
x2
,
y2
,
x3
,
y3
;
Figure 2. 25.
Bézier Curves
A Bézier curve segment is one that is geometrically defined by a starting point (the cur-
sor’s current position), two control points (
x1, y1
and
x2, y2
), and an ending point (
x3,
y3
). Coordinates of each of these points are specified as an offset from the cursor’s previ-
ous position.
x1, y1
x2, y2
x1, y1
x1, y1
x2, y2
x2, y2
x3, y3
x3, y3
Current position
Current position
Current position
x3, y3