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Update README.md
Signed-off-by: David Rotermund <54365609+davrot@users.noreply.github.com>
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@ -30,11 +30,11 @@ $$a_\infty(V) = \left( \frac{0.0761 * \exp(0.0314mV^{-1} (V + 94.22mV))}{1 + \ex
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$$b_\infty(V) = \left(\frac{1}{1 + \exp(0.0688mV^{-1} (V + 53.3mV))} \right)^4 ms$$
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$$n_\infty(V) = \alpha_n(V) * \tau_n(V)$$
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$$n_\infty(V) = \alpha_n(V) \tau_n(V)$$
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$$m_\infty(V) = \alpha_m(V) * \tau_m(V)$$
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$$m_\infty(V) = \alpha_m(V) \tau_m(V)$$
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$$h_\infty(V) = \alpha_h(V) * \tau_h(V)$$
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$$h_\infty(V) = \alpha_h(V) \tau_h(V)$$
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## Suitable initial conditions
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@ -49,3 +49,19 @@ $$a(t=0) = 0.540$$
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$$b(t=0) = 0.289$$
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$$V(t=0) = -68.0 mV$$
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## Parameter
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$$c_m = 0.1 \frac{\mu F}{mm^2}$$
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$$\frac{I_e}{A} = 0.35 \frac{\mu A}{mm^2}$$
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g_na_max: float = 1.2 # mS/mm^2
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g_k_max: float = 0.2 # mS/mm^2
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# gL_max: float = 0.003 # mS/mm^2 -> g_leak
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g_a_max: float = 0.477 # mS/mm^2
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ENa: float = 55.0 # mV
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EK: float = -72.0 # mV
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# EL: float = -17.0 # mV -> v_rest
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EA: float = -75.0 # mV
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