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STInverSpinel SoTaInverSpinel

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View Hassei_no_suuri_08.ipynb
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View 動く点Pの可視化.ipynb
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View 粘菌ネットワーク-Copy1.ipynb
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View DiffusionLimitedAggregation.jl
using Plots
gr()
const N=60
const C=convert(Int,N/2)
grid=zeros(N,N)
grid[C,C]=1.0
const motion=[[1,0],[0,1],[-1,0],[0,-1]]
@SoTaInverSpinel
SoTaInverSpinel / Boids2D.jl
Created Nov 20, 2018
Create boids simulation GIF
View Boids2D.jl
using Plots
using LinearAlgebra
using Random
Random.seed!(2018)
gr(size=(300,300),titlefont=font("sans-serif",9))
module Boids
struct Param
d::Int64 #dimention
View SwarmOscillators.jl
#Swarm Oscillators
#三浦岳、発生の数理、京都大学学術出版会、2015、あとがき
#Julia v1.0
using LinearAlgebra
using Plots
gr(size=(340,300),titlefont=font("sans-serif",9))
const n=50
const L=25
View BZreaction.jl
#BZ-reaction
#reference:http://discovery.ucl.ac.uk/17241/1/17241.pdf
#julia v0.6
using Plots
gr(size=(320,300))
h=400
w=400
View TuringPattern2DImplicitReverse.jl
#2D-Turing pattern陰解法+水玉模様
#参考:三浦岳、発生の数理、京都大学学術出版会、2015、6.8
#julia v0.6
#using FFTW
using Plots
gr()
dx=0.04
N=convert(Int,1/dx) #gridSize=25
View TuringPattern2DImplicit.jl
#2D-Turing pattern陰解法
#参考:三浦岳、発生の数理、京都大学学術出版会、2015、6.6
#julia v0.6
#using FFTW
using Plots
gr(size=(320,300),titlefont=font("sans-serif",9))
dx=0.04
N=convert(Int,1/dx) #gridSize=25
View TuringPattern2DExplicit.jl
#2D-Turing pattern陽解法
#参考:三浦岳、発生の数理、京都大学学術出版会、2015、6.6
#julia v0.6
using Plots
gr()
dx=0.04
dt=0.02
N=convert(Int,1/dx)