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Action potentials of the world Koch: Figure 6.1
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Lipid bilayer and ion channel Dayan and Abbott: Figure 5.1
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Equilibrium due to Potassium ions Kandel, Schwartz and Jessel: Figure 7.2 Outward current = Inward current
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Only K+ channels Adding a few Na+ channels Equilibrium I Na + I K = 0 Resting potential of the cell Kandel, Schwartz and Jessel: Fig. 7.4
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Dayan and Abbott: Figure 5.3 Electrical properties of the membrane
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Dayan and Abbott: Figure 5.4 Equivalent electric circuit Parallel RC circuit with voltage-dependent conductances and batteries in series
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Persistent and transient conductances Dayan and Abbott: Figure 5.8 Persistent conductance Voltage sensitive Transient conductance Activation gate closed Inactivation open Both gates open – Channel conducts Activation gate open Inactivation open Fast Slow
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Transient conductance fast slow Kandel, Schwartz and Jessel: Figure 9.9 Initial Intermediate Final
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HH kinetic variables – K + channel Dayan and Abbott: Figure 5.9 Dashed – experimental, Solid – analytic fit Opposite trend
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Voltage-Dependent functions of the HH model – K + and Na + channels Dayan and Abbott: Figure 5.10 Open when depolarized Timescales!
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HH dynamics Dayan and Abbott: Figure 5.11 Sodium activation gate opens rapidly – Sodium flows in (depolarization) Sodium inactivation gate closes slowly Potassium gate opens slowly – Potassium flows out (hyperpolarization) Rapid potential change Na + current K + current Sodium gate closed
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Variables during action potential Koch: Figure 6.5 Threshold effect Input: Narrow pulse No response below threshold Hyperpolarization
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Gain function Gerstner & Kistler: Figure 2.5 Periodic spiking resulting from constant input of amplitude I 0 Spiking frequency
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Phase diagram of the HH neuron Gerstner & Kistler: Figure 2.6 Inhibitory rebound Threshold effect
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Refractoriness Gerstner & Kistler: Figure 2.7 Further pulses do not elicit spike
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Action potential propagation Potassium gates open in the wake of the AP High conductance leads to potassium efflux Leads to re-polarization A detailed model through solving a PDE Kandel, Schwartz & Jessell: Fig. 8.6 Why does the AP propagate in a single direction?
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