Awesome
Reel
Film computations
<p align="center"> <img src="http://shashi.github.io/.assets/Reel/conway.gif" /> </p>Quickstart
Installation
Pkg.add("Reel")
This package now relies on FFMPEG.jl. For versions lower than 1.2 you will need ffmpeg
and imagemagick
installed to use Reel. This package supersedes ComposeVideo.jl
Usage
Reel exports the all-important function roll
which you can use to roll the camera on various arguments:
using Reel
using Plots
function render(t, dt)
# t is the time into the sequence
# dt is the time to advance for the next frame
# any expression that results in an object which can be
# rendered as png or jpg
plot([x -> sin(x+t*π), x -> cos(x+t*π)], 0, 6)
end
film = roll(render, fps=30, duration=2)
write("output.gif", film) # Write to a gif file
# Or
write("file.webm", film) # Write to a webm video
# Or
write("file.mp4", film) # An mp4 formatted video
<p align="center">
<img src="http://shashi.github.io/.assets/Reel/sincos.gif" />
</p>
The same thing can be concisely written with Julia's do syntax:
film = roll(fps=30, duration=2) do t, dt
plot([x -> sin(x+t*π), x -> cos(x+t*π)], 0, 6)
end
write("output.gif", film)
Note that the fps you specify to roll
will be enforced no matter how long the computation actually takes: you set the speed at which you want to watch it.
Reel can also render an abstract array of objects:
using Compose
import Cairo, Fontconfig
Compose.set_default_graphic_size(3inch, 3inch) # Square
# draw a regular n-gon
ngon(n) = compose(context(units=UnitBox(-1, -1, 2, 2)), fill("lightblue"),
polygon([(cos(x), sin(x)) for x in π/2:2π/n:3.5π]))
roll(map(ngon, vcat(3:10, 9:-1:3)), fps=5)
<p align="center">
<img src="ngons.gif" />
</p>
Reel exports Frames
, a type for a collection of frames.
Frames
constructor takes a MIME type of the frames, and the fps at which the animation should be rendered. e.g.
You can push a new frames to a Frames
object using push!
.
# A Glider gun from Conway's game of Life
using Reel
frames = Frames(MIME("image/png"), fps=2)
g = glider_gun # initial board state
for i=1:31
push!(frames, draw(g))
g = decidefate(g)
end
frames
<p align="center">
<img src="http://shashi.github.io/.assets/Reel/conway.gif" />
</p>
You can render a Frames
object as usual:
write("output.webm", frames)
In IJulia
A call to roll
returns a Frames
object. A method writemime(::IO, ::MIME{symbol("text/html"),::Frames)
orchestrates the rendering of a Frames
object in IJulia. Any cell which results in a Frames
results in the animation being rendered. By default, a webm video is generated. You can change this behavior:
Reel.set_output_type("gif") # or "mp4"
They see me rollin', they hatin'
# particles in a box.
using Color, Compose
box(x) = let i = floor(x)
i%2==0 ? x-i : 1+i-x
end
colors = distinguishable_colors(10, lchoices=[82.])
dots(points) = [(context(p[1], p[2], .03, .03), fill(colors[i%10+1]), circle())
for (i, p) in enumerate(points)]
velocities = [(rand(), rand()) for i in 1:40]
roll(fps=30, duration=10.0) do t, dt
compose(context(),
dots([map(v -> box(v*t + 0.5), (vx, vy)) for (vx, vy) in velocities])...)
end
<p align="center">
<img src="http://shashi.github.io/.assets/Reel/balls.gif" />
</p>
# Solution of Helmholtz equation with Dirichlet BC using ApproxFun
using ApproxFun
B=dirichlet(d)
Δ=lap(d)
plots = [ApproxFun.contour(pdesolve([B,Δ+k*I],ones(4),150))
for k=vcat([1:1.0:100], [99:-1.0:1])]
roll(plots, fps=24)
# Warning: this gif is 8 mb!
<p align="center">
<img src="http://shashi.github.io/.assets/Reel/helmholtz.gif" />
</p>
<p align="center"> <em>Fin.</em> </p>