Brian2 demo
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from brian2 import *import matplotlib.pyplot as pltimport toolsstart_scope()n1=10eqs='''dv/dt=(I-v)/tau:1(unless refractory)I:1tau:second'''seqs='''w:1'''g=NeuronGroup(n1,eqs,threshold='v>0.7',reset='v=0.1',refractory=5*ms,method='linear')m=StateMonitor(g,'v',record=True)s=Synapses(g,g,seqs,on_pre='v_post+=w',delay=2*ms)s.connect(condition='i!=j',p=1)s.w='0.2'g.v='rand()'run(100*ms)print(m.v[0])tools.visualize_connection([s])
import matplotlib.pyplot as plt;import numpy as npdef visualize_connection(synapses): laynum=len(synapses) i=0 for s in synapses: ns=len(s.source) nt=len(s.target) plt.plot(np.ones(ns)*i,np.arange(ns),'ok') plt.plot(np.ones(nt)*(i+1),np.arange(nt),'ok') for x,y in zip(s.i,s.j): plt.plot([i,i+1],[x,y],'-k') i=i+1 plt.xlim(-0.1,laynum+0.1) plt.ylim(-0.1,max(synapses)-0.9) plt.show()def max(s): i=0; for x in s: if(len(x.source)>i): i=len(x.source) if(len(x.target)>i): i=len(x.target) return i
from brian2 import *prefs.codegen.target = 'numpy'import toolsimport matplotlib.pyplot as plttaupre = taupost = 20*mswmax = 0.01Apre = 0.01Apost = -Apre*taupre/taupost*1.05G = NeuronGroup(2, 'v:1', threshold='t>(1+i)*10*ms', refractory=100*ms)S = Synapses(G, G, ''' w : 1 dapre/dt = -apre/taupre : 1 (clock-driven) dapost/dt = -apost/taupost : 1 (clock-driven) ''', on_pre=''' v_post += w apre += Apre w = clip(w+apost, 0, wmax) ''', on_post=''' apost += Apost w = clip(w+apre, 0, wmax) ''', method='linear')S.connect(i=0, j=1)M = StateMonitor(S, ['w', 'apre', 'apost'], record=True)run(30*ms)figure(figsize=(4, 8))subplot(211)plot(M.t/ms, M.apre[0], label='apre')plot(M.t/ms, M.apost[0], label='apost')legend()subplot(212)plot(M.t/ms, M.w[0], label='w')legend(loc='best')xlabel('Time (ms)');show()
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