Created
October 10, 2018 10:31
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growth(π, π₯) = π * π₯ * (1.0 - π) | |
function orbitdiagram(growth, r1, r2, n = 500, a = zeros(1000, n); T = 1000) | |
rs = range(r1, stop = r2, length = 1000) | |
for (j, r) in enumerate(rs) | |
x = 0.5 | |
for _ in 1:T; x = growth(x, r); end | |
for i in 1:n | |
x = growth(x, r) | |
@inbounds a[j, i] = x | |
end | |
end | |
rs, a | |
end | |
r1 = slider(0:0.001:4, raw = true) | |
r2 = slider(0:0.001:4, raw = true) | |
n1 = 500; n2 = 1000; a = zeros(n2, n1) | |
positions = Vector{Point2f0}(undef, n1 * n2) | |
pos = lift(r1[end][:value], r2[end][:value]) do r1, r2 | |
global a | |
rs, a = orbitdiagram(growth, r1, r2, size(a, 2), a) | |
dim = size(a, 2) | |
for (i, r) in enumerate(rs) | |
positions[((i-1)*dim) + 1 : (i*dim)] .= Point2f0.(r, view(a, i, :)) | |
end | |
positions | |
end | |
p = scatter(pos, markersize = 0.005, color = (:black, 0.4),limits = FRect3D(Vec3f0(0, 0, 0), Vec3f0(4, 1, 0))) | |
scene = hbox( | |
p, | |
vbox(r1, r2) | |
) | |
scene |
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