Find Cartesian coordinates of lines described by rho and theta pairs
Transforms
s
The Hough Lines block finds the points of intersection between the reference image boundary lines and the line specified by a (rho, theta) pair. The block outputs one-based [x y] coordinates for the points of intersection. The boundary lines indicate the left and right vertical boundaries and the top and bottom horizontal boundaries of the reference image.
If the line specified by the (rho, theta) pair does not intersect
two border lines in the reference image, the block outputs the values,
[(0,0), (0,0)
]. This output intersection value
allows the next block in your model to ignore the points. Generally,
the Hough Lines block precedes a block that draws a
point or shape at the intersection.
The following figure shows the input and output coordinates for the Hough Lines block.
Port | Input/Output | Supported Data Types | Complex Values Supported |
---|---|---|---|
Theta | Vector of theta values that represent input lines |
| No |
Rho | Vector of rho values that represent input lines | Same as Theta port | No |
Ref I | Matrix that represents a binary or intensity image or matrix that represents one plane of an RGB image |
| No |
Pts | M-by-4 matrix of intersection values, where M is the number of input lines |
| No |
If you select Trigonometric
function
, the block computes sine
and cosine values to calculate the intersections
of the lines during the simulation. If you select
Table lookup
, the block
computes and stores the trigonometric values to
calculate the intersections of the lines before
the simulation starts. In this case, the block
requires extra memory.
For floating-point inputs, set the
Sine value computation method
parameter to Trigonometric
function
. For fixed-point inputs,
set the parameter to Table
lookup
.
Use this parameter to specify the spacing of
the theta-axis. This parameter appears in the
dialog box only if, for the Sine value
computation method parameter, you
select Table lookup
.
parameter appears in the dialog box.
Select the rounding mode for fixed-point operations.
Select the overflow mode for fixed-point operations.
Choose how to specify the word length of the values of the sine table. The fraction length of the sine table values always equals the word length minus one:
When you select Specify word length
, you can enter the word length
of the sine table.
The sine table values do not obey the Rounding mode and
Overflow mode parameters;
they saturate and round to
Nearest
.
Use this parameter to specify how to designate this product output word and fraction lengths:
When you select Same as first input
, the characteristics match the
characteristics of the first input to the
block.
When you select Binary point scaling
, you can enter the word length
and the fraction length of the product output, in
bits.
When you select Slope and bias scaling
, you can enter the word
length, in bits, and the slope of the product
output. All signals in the Computer
Vision Toolbox™ blocks have a bias of 0.
See Multiplication Data Types for illustrations depicting the use of the product output.
Use this parameter to specify how you would like to designate the accumulator word and fraction lengths.
When you select Same as product output
the characteristics match
the characteristics of the product output.
When you select Binary point scaling
, you can enter the
Word length and the
Fraction length of the
accumulator, in bits.
When you select Slope and bias scaling
, you can enter the
Word length, in bits, and the
Slope of the
Accumulator. All signals in
the Computer
Vision Toolbox software have a bias of 0.
See Multiplication Data Types for illustrations depicting the use of the accumulator data type in this block.
Select this parameter to prevent the fixed-point tools from overriding the data types
you specify on the block mask. For more information, see fxptdlg
, a reference page on the
Fixed-Point Tool in the Simulink® documentation.
The following figure shows Line 1 intersecting the boundaries
of the reference image at [(x11, y11)
(x12, y12)
]
and Line 2 intersecting the boundaries at [(x21,
y21) (x22, y22)
]
Computer Vision Toolbox | |
Computer Vision Toolbox |