Constructor
new PoissonDisc(w, h, r, k, n)
Create a new disc sampler
Parameters:
Name | Type | Description |
---|---|---|
w |
Number | Width of the display in pixels |
h |
Number | Height of the display in pixels |
r |
Number | The minimum distance between points |
k |
Number | Number of tries to make a new point before giving up |
n |
Number | n-dimensional grid |
Properties:
Name | Type | Description |
---|---|---|
width |
Number | Width of the display in pixels |
height |
Number | Height of the display in pixels |
r |
Number | The minimum distance between points |
k |
Number | Number of tries to make a new point before giving up |
n |
Number | n-dimensional grid |
cellSize |
Number | The size of the grid cell = r / sqrt(n) |
cols |
Number | Number of columns in the grid |
rows |
Number | Number of rows in the grid |
points |
Array.<Object> | Array of points already plotted |
active |
Array.<Number> | Array of active points indices |
grid |
Array.<Number> | Grid array of point indices |
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Methods
addPoint(x, y)
Add a new point to the points, grid and active arrays. Points array holds the
point data and grid / active hold indices to the points array.
Parameters:
Name | Type | Description |
---|---|---|
x |
Number | The pixel X position of the point |
y |
Number | The pixel Y position of the point |
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getRandom(min, max) → {Number}
Get a random integar between min and max
Parameters:
Name | Type | Description |
---|---|---|
min |
Number | The minimum value |
max |
Number | The maximum value |
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Returns:
Random number from min to max
- Type
- Number
initialiseGrid()
Initialise the empty background grid array
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reset()
Reset the algorithm and data
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run()
Run the algorithm till the end
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step()
Take a single or n steps through the algorithm
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