| canvas_flame | R Documentation |
This function implements the fractal flame algorithm.
canvas_flame(
colors,
background = "#000000",
iterations = 1000000,
variations = 0,
symmetry = 0,
blend = TRUE,
weighted = FALSE,
post = FALSE,
final = FALSE,
extra = FALSE,
display = c("colored", "logdensity"),
zoom = 1,
resolution = 1000,
gamma = 1
)
colors |
a string or character vector specifying the color(s) used for the artwork. |
background |
a character specifying the color used for the background. |
iterations |
a positive integer specifying the number of iterations of the algorithm. Using more iterations results in images of higher quality but also increases the computation time. |
variations |
an integer (vector) with a minimum of 0 and a maximum of 48 specifying the variations to be included in the flame. The default |
symmetry |
an integer with a minimum of -6 and a maximum of 6 indicating the type of symmetry to include in the flame. The default |
blend |
logical. Whether to blend the variations ( |
weighted |
logical. Whether to weigh the functions and the variations ( |
post |
logical. Whether to apply a post transformation in each iteration. |
final |
logical. Whether to apply a final transformation in each iteration. |
extra |
logical. Whether to apply an additional post transformation after the final transformation. Only has an effect when |
display |
a character indicating how to display the flame. |
zoom |
a positive value specifying the amount of zooming. |
resolution |
resolution of the artwork in pixels per row/column. Increasing the resolution does not increases the computation time of this algorithm. |
gamma |
a numeric value specifying the gamma correction (only used when |
The variation argument can be used to include specific variations into the flame. See the appendix in the references for examples of all variations. Possible variations are:
0: Linear (default)
1: Sinusoidal
2: Spherical
3: Swirl
4: Horsehoe
5: Polar
6: Handkerchief
7: Heart
8: Disc
9: Spiral
10: Hyperbolic
11: Diamond
12: Ex
13: Julia
14: Bent
15: Waves
16: Fisheye
17: Popcorn
18: Exponential
19: Power
20: Cosine
21: Rings
22: Fan
23: Blob
24: PDJ
25: Fan2
26: Rings2
27: Eyefish
28: Bubble
29: Cylinder
30: Perspective
31: Noise
32: JuliaN
33: JuliaScope
34: Blur
35: Gaussian
36: RadialBlur
37: Pie
38: Ngon
39: Curl
40: Rectangles
41: Arch
42: Tangent
43: Square
44: Rays
45: Blade
46: Secant
47: Twintrian
48: Cross
The symmetry argument can be used to include symmetry into the flame. Possible options are:
0: No symmetry (default)
-1: Dihedral symmetry
1: Two-way rotational symmetry
(-)2: (Dihedral) Three-way rotational symmetry
(-)3: (Dihedral) Four-way rotational symmetry
(-)4: (Dihedral) Five-way rotational symmetry
(-)5: (Dihedral) Six-way rotational symmetry
(-)6: (Dihedral) Snowflake symmetry
A ggplot object containing the artwork.
Koen Derks, koen-derks@hotmail.com
https://flam3.com/flame_draves.pdf
colorPalette
set.seed(3)
# Simple example, linear variation, relatively few iterations
canvas_flame(colors = c("dodgerblue", "green"), variations = 0)
# Simple example, linear variation, dihedral symmetry
canvas_flame(colors = c("hotpink", "yellow"), variations = 0, symmetry = -1, iterations = 1e7)
# Advanced example (no-blend, weighted, sinusoidal and spherical variations)
canvas_flame(
colors = colorPalette("origami"), variations = c(1, 2),
blend = FALSE, weighted = TRUE, iterations = 1e8
)
# More iterations give much better images
set.seed(123)
canvas_flame(colors = c("red", "blue"), iterations = 1e8, variations = c(10, 17))
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