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. Author manuscript; available in PMC: 2019 Jun 27.
Published in final edited form as: J Comput Neurosci. 2012 Aug 11;34(2):211–229. doi: 10.1007/s10827-012-0416-6

Table 1.

Parameters and constants

Name Value Units Description

q 1.60217733 × 10−19 C Elementary charge
K 1.38065812 × 10−20 mJ/K Boltzmann’s constant
T 273.15 + 22 K Absolute temperature (corresponds to room temperature at 22 °C)
υB=kTq 25.43 mV Boltzmann’s potential
RIn 100 Input resistance
Cm 130 pF Membrane capacitance
υNa 70 mV Reversal potential for Na+
υK −90 mV Reversal potential for K+
υL −60 mV Reversal potential for leak
āNa 13 nA Maximal amplitude for DmNaυ current
āK [13, 65] nA Maximal amplitude for Shab current
āL 0.5 nA Constant amplitude for leak current
aNa=a¯Naa¯Na 1 Normalized amplitude for DmNaυ current
aK=a¯Ka¯Na [1,5] Normalized amplitude for Shab current
aL=a¯La¯Na 0.04 Normalized amplitude for leak current
ξ=a¯NaCm 100 nA/nF Scaling factor for physiologically relevant dυ/dt
υm −28 mV Half-activation for DmNaυ (Lin et al. 2009; O’Donnell Olson et al. 2008)
υw −1 mV Half-activation for Shab (Tsunoda and Salkoff 1995b)
ηm 2 Gating charge of activation for DmNaυ (estimated from Lin et al. 2009)
ηw 2 Gating charge of activation for Shab (Tsunoda and Salkoff 1995b)
τ̄w 5 or 10 ms Maximum time constant for Shab (estimated from Tsunoda and Salkoff 1995b)
σw 0.3 or 0.7 Symmetry of time constant for Shab (estimated from Tsunoda and Salkoff 1995b)