Table 2.

Energetic parameters for the BK channel gating model

Energetic parameter Value 
VM (x = 0)a 138.6 mV 
VM (x → ∞)a 30.7 mV 
xm (V → −∞)b 14.7 µM 
xm (V → ∞)b 0.83 µM 
QmaxFVM|x=0+RTNmaxlnxm|Vc −24.1 kcal/mol 
QmaxFVM|x+RTNmaxlnxm|Vd −23.9 kcal/mol 
ΔGmodele −24.6 kcal/mol 
QmaxFΔVMf −6.7 kcal/mol 
RTNmaxln(xm|Vxm|V)g −6.5 kcal/mol 
ΔGint (model)h −6.8 kcal/mol 
Energetic parameter Value 
VM (x = 0)a 138.6 mV 
VM (x → ∞)a 30.7 mV 
xm (V → −∞)b 14.7 µM 
xm (V → ∞)b 0.83 µM 
QmaxFVM|x=0+RTNmaxlnxm|Vc −24.1 kcal/mol 
QmaxFVM|x+RTNmaxlnxm|Vd −23.9 kcal/mol 
ΔGmodele −24.6 kcal/mol 
QmaxFΔVMf −6.7 kcal/mol 
RTNmaxln(xm|Vxm|V)g −6.5 kcal/mol 
ΔGint (model)h −6.8 kcal/mol 
a

Vm values were extracted from Q-V curves simulated in the absence and saturation concentrations of ligand (x = 75 µM) using parameters of Fit B of the HA model.

b

The ligand binding curves at very high (300 mV) and very low (−150 mV) voltages were deduced using the linkage method (Eq. 21), using the binding curve at 0 mV (directly simulated from the model) as the reference curve.

c

The free-energy change along Path I of thermodynamic cycle, ΔGIa + ΔGIb.

d

The free-energy change along Path II of thermodynamic cycle, ΔGIIa + ΔGIIb.

e

ΔGmodel is directly obtained from the model parameters: RT{(J0CDEKD)4L0}.

f

Energetic connectivity calculated as: ΔGIIb − ΔGIa.

g

Energetic connectivity calculated as: GIb − ΔGIIa.

h

Energetic connectivity evaluated from the model parameters: −RT ln(CE)4.

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