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Functions/Subroutines | |
| program | ode_cardio_0d |
| RESOLUTION OF the MEMBRANE EQUATION in cardiac-electrophysiology More... | |
| real(rp) function | stim (x, t) |
| subroutine | ode_reaction (a, b, x, t, y, N, Na) |
Function/Subroutine Documentation
◆ ode_cardio_0d()
| program ode_cardio_0d | ( | ) |
RESOLUTION OF the MEMBRANE EQUATION in cardiac-electrophysiology
This (0D) differential equation models the action potential of a single cardiac cell.
\( ~~~~~~~~~~~~~~~~\displaystyle{ \frac{{\rm d} Y_i}{{\rm d} t } = F_i(Y), \quad \quad i=1\dots N-1,}\)
\( ~~~~~~~~~~~~~~~~\displaystyle{ \frac{{\rm d} V}{{\rm d} t } = I_{\rm ion}(Y) + I_{\rm app}(t), \quad {\rm with} \quad V = Y_N. }\)
Settings:
- Beeler Reuter cellular model (can be switched to TNNP)
- smooth stimulation
Numerical method:
- stabilised time stepping method (can be modified):
- Rush-Larsen of order 3 for the ionic model ODE system
Output: (with the software gnuplot)
- Potential V(t) during for one action potencial cycle
Charles PIERRE
Definition at line 31 of file ode_cardio_0d.f90.
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◆ ode_reaction()
| subroutine ode_cardio_0d::ode_reaction | ( | real(rp), dimension(na), intent(out) | a, |
| real(rp), dimension(n), intent(out) | b, | ||
| real(rp), dimension(3), intent(in) | x, | ||
| real(rp), intent(in) | t, | ||
| real(rp), dimension(n), intent(in) | y, | ||
| integer, intent(in) | N, | ||
| integer, intent(in) | Na | ||
| ) |
◆ stim()
| real(rp) function ode_cardio_0d::stim | ( | real(rp), dimension(3), intent(in) | x, |
| real(rp), intent(in) | t | ||
| ) |
Definition at line 172 of file ode_cardio_0d.f90.
