gen_measure_arc
— Prepare the extraction of straight edges perpendicular to an annular arc.
gen_measure_arc( : : CenterRow, CenterCol, Radius, AngleStart, AngleExtent, AnnulusRadius, Width, Height, Interpolation : MeasureHandle)
gen_measure_arc
prepares the extraction of straight
edges which lie perpendicular to an annular arc. Here,
annular arc denotes a circular arc with an associated width. The
center of the arc is passed in the parameters CenterRow
and
CenterCol
, its radius in Radius
, the starting
angle in AngleStart
, and its angular extent relative to the
starting angle in AngleExtent
. If AngleExtent
>
0, an arc with counterclockwise orientation is generated, otherwise
an arc with clockwise orientation. The radius of the annular arc,
i.e., half its width, is determined by AnnulusRadius
.
For an explanation of the concept of 1D measuring see the introduction of chapter 1D Measuring.
The edge extraction algorithm is described in the documentation of
the operator measure_pos
. As discussed there, different
types of interpolation can be used for the calculation of the
one-dimensional gray value profile. For Interpolation
=
'nearest_neighbor' , the gray values in the measurement are
obtained from the gray values of the closest pixel, i.e., by
constant interpolation. For Interpolation
=
'bilinear' , bilinear interpolation is used, while for
Interpolation
= 'bicubic' , bicubic interpolation
is used.
To perform the actual measurement at optimal speed, all computations that can
be used for multiple measurements are already performed in the operator
gen_measure_arc
. For this, an optimized data structure, a so-called
measure object, is constructed and returned in MeasureHandle
. The
size of the images in which measurements will be performed must be specified
in the parameters Width
and Height
.
The system parameter 'int_zooming' (see set_system
)
affects the accuracy and speed of the calculations used to construct
the measure object. If 'int_zooming' is set to
'true' , the internal calculations are performed using fixed
point arithmetic, leading to much shorter execution times. However,
the geometric accuracy is slightly lower in this mode. If
'int_zooming' is set to 'false' , the internal
calculations are performed using floating point arithmetic, leading
to the maximum geometric accuracy, but also to significantly
increased execution times.
Note that when using bilinear or bicubic interpolation, not only the measurement rectangle but additionally the margin around the rectangle must fit into the image. The width of the margin (in all four directions) must be at least one pixel for bilinear interpolation and two pixels for bicubic interpolation. For projection lines that do not fulfill this condition, no gray value is computed. Thus, no edge can be extracted at these positions.
Please also note that the center coordinates of the arc are rounded internally, so that the center lies on the pixel grid. This is done to ensure consistency.
This operator returns a handle. Note that the state of an instance of this handle type may be changed by specific operators even though the handle is used as an input parameter by those operators.
CenterRow
(input_control) point.y →
(real / integer)
Row coordinate of the center of the arc.
Default value: 100.0
Suggested values: 10.0, 20.0, 50.0, 100.0, 200.0, 300.0, 400.0, 500.0
Typical range of values: 0.0
≤
CenterRow
≤
511.0
(lin)
Minimum increment: 1.0
Recommended increment: 10.0
CenterCol
(input_control) point.x →
(real / integer)
Column coordinate of the center of the arc.
Default value: 100.0
Suggested values: 10.0, 20.0, 50.0, 100.0, 200.0, 300.0, 400.0, 500.0
Typical range of values: 0.0
≤
CenterCol
≤
511.0
(lin)
Minimum increment: 1.0
Recommended increment: 10.0
Radius
(input_control) number →
(real / integer)
Radius of the arc.
Default value: 50.0
Suggested values: 10.0, 20.0, 50.0, 100.0, 200.0, 300.0, 400.0, 500.0
Typical range of values: 0.0
≤
Radius
≤
511.0
(lin)
Minimum increment: 1.0
Recommended increment: 10.0
AngleStart
(input_control) angle.rad →
(real / integer)
Start angle of the arc in radians.
Default value: 0.0
Suggested values: -3.14159, -2.35619, -1.57080, -0.78540, 0.0, 0.78540, 1.57080, 2.35619, 3.14159
Typical range of values: -3.14159
≤
AngleStart
≤
3.14159
(lin)
Minimum increment: 0.03142
Recommended increment: 0.31416
AngleExtent
(input_control) angle.rad →
(real / integer)
Angular extent of the arc in radians.
Default value: 6.28318
Suggested values: -6.28318, -5.49779, -4.71239, -3.92699, -3.14159, -2.35619, -1.57080, -0.78540, 0.78540, 1.57080, 2.35619, 3.14159, 3.92699, 4.71239, 5.49779, 6.28318
Typical range of values: -6.28318
≤
AngleExtent
≤
6.28318
(lin)
Minimum increment: 0.03142
Recommended increment: 0.31416
Restriction: AngleExtent != 0.0
AnnulusRadius
(input_control) number →
(real / integer)
Radius (half width) of the annulus.
Default value: 10.0
Suggested values: 10.0, 20.0, 50.0, 100.0, 200.0, 300.0, 400.0, 500.0
Typical range of values: 0.0
≤
AnnulusRadius
≤
511.0
(lin)
Minimum increment: 1.0
Recommended increment: 10.0
Restriction: AnnulusRadius <= Radius
Width
(input_control) extent.x →
(integer)
Width of the image to be processed subsequently.
Default value: 512
Suggested values: 128, 160, 192, 256, 320, 384, 512, 640, 768
Typical range of values: 0
≤
Width
≤
1024
(lin)
Minimum increment: 1
Recommended increment: 16
Height
(input_control) extent.y →
(integer)
Height of the image to be processed subsequently.
Default value: 512
Suggested values: 120, 128, 144, 240, 256, 288, 480, 512, 576
Typical range of values: 0
≤
Height
≤
1024
(lin)
Minimum increment: 1
Recommended increment: 16
Interpolation
(input_control) string →
(string)
Type of interpolation to be used.
Default value: 'nearest_neighbor'
List of values: 'bicubic' , 'bilinear' , 'nearest_neighbor'
MeasureHandle
(output_control) measure →
(handle)
Measure object handle.
If the parameter values are correct, the operator
gen_measure_arc
returns the value 2 (H_MSG_TRUE). Otherwise an
exception is raised.
measure_pos
,
measure_pairs
,
fuzzy_measure_pos
,
fuzzy_measure_pairs
,
fuzzy_measure_pairing
1D Metrology