Skip to main content

Table 5 The timescales for the Jasinski model ( 1a )–( 1g )

From: Timescales and Mechanisms of Sigh-Like Bursting and Spiking in Models of Rhythmic Respiratory Neurons

Variable

Coefficient of the derivative

V

\(C/g_{\max} \approx0.225~\mbox{ms}\)

\(m_{\mathrm{Na}}\)

\(\frac{1}{T_{y}}\approx0.0053~\mbox{ms}\)

\(h_{\mathrm{Na}}\)

\(\frac{1}{T_{y}} \approx0.0182~\mbox{ms}\)

\(m_{\mathrm{Ca}}\)

\(\frac{1}{T_{y}} \approx0.5~\mbox{ms}\)

\(h_{\mathrm{Ca}}\)

\(\frac{1}{T_{y}} \approx18~\mbox{ms}\)

\(m_{K}\)

\(\frac{1}{T_{y}} \approx1.4925~\mbox{ms}\)

s

\(\frac{1}{T_{y}} \approx5~\mbox{ms}\)

\(\mathrm{Ca}_{\mathrm{i}}\)

\(Q_{c}/(10\alpha_{\mathrm{Ca}}\cdot g_{\mathrm {Ca}}\cdot Q_{v})\approx61.5~\mbox{ms}\)

\(\mathrm{Na}_{\mathrm{i}}\)

\(Q_{na}/(\alpha_{\mathrm{Na}}\cdot g_{\max}\cdot Q_{v}) \approx37.5~\mbox{ms}\)

\(\mathrm{Ca}_{\mathrm{tot}}\)

\(Q_{c}/(\alpha_{\mathrm{Ca}}\cdot g_{\mathrm {Ca}}\cdot Q_{v}) \approx615.3846~\mbox{ms}\)

l

\(1/( Q_{c}\cdot A) \approx10\text{,}000~\mbox{ms}\)