The specific membrane current of the Hodgkin-Huxley model is given by: Im = Ī₁(V − E₁) + ÿên¹ (V − Ek) + Īnam³h(V − Ena) - Given that the probability that a subunit of potassium channel is open n = 0.891- 0.376e and the maximal open conductance JK = 25.3 mS/cm². Find the potassium conductance gk at steady state.
The specific membrane current of the Hodgkin-Huxley model is given by: Im = Ī₁(V − E₁) + ÿên¹ (V − Ek) + Īnam³h(V − Ena) - Given that the probability that a subunit of potassium channel is open n = 0.891- 0.376e and the maximal open conductance JK = 25.3 mS/cm². Find the potassium conductance gk at steady state.
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Transcribed Image Text:The specific membrane current of the Hodgkin-Huxley model is given by:
Im = Ī₁(V − E₁) + ÿên¹ (V − Ek) + Īnam³h(V − Ena)
-
Given that the probability that a subunit of potassium channel is open n = 0.891-
0.376e and the maximal open conductance JK = 25.3 mS/cm². Find the potassium
conductance gk at steady state.
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