12.07.2015 Views

Dynamical Systems in Neuroscience:

Dynamical Systems in Neuroscience:

Dynamical Systems in Neuroscience:

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362 Burst<strong>in</strong>gmembrane potential, V (mV)I=3 I=100-20-40-600 50 100 150time (ms)membrane potential, V (mV)0-20-40-600 50 100 150time (ms)spik<strong>in</strong>gstable (spik<strong>in</strong>g)limit cyclethresholdVfastnglobalrest<strong>in</strong>gstaterest<strong>in</strong>gn slowmembrane potential, V (mV)0-20-40-60n slow (V)saddlenode0 0.05 0.1slow K + gat<strong>in</strong>g variable, n slowmembrane potential, V (mV)0-20-40-60limit cycle (max)V equiv (n slow )limit cycle (m<strong>in</strong>)n slow (V)stable (spik<strong>in</strong>g) limit cyclesaddlenode0 0.05 0.1slow K + gat<strong>in</strong>g variable, n slowFigure 9.20: Burst excitability (I = 3, left) and periodic spik<strong>in</strong>g (I = 10, right) <strong>in</strong> theI Na,p +I K +I K(M) -model.

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