The electrogram can be constructed as the difference between two actio
n potentials starting with a slight time difference. In the present st
udy, the action potentials were simulated from ion currents showing ti
me- and voltage-dependent activation and inactivation. Simple mathemat
ics like straight lines and single exponential functions were used. Th
e aim was not to give a precise description of the action potential bu
t to obtain a model with electronic interaction between action potenti
als. Four currents were incorporated. The upstroke of the action poten
tial was due to the inflow of sodium ions. The plateau was maintained
by a calcium current and repolarization followed from a slowly activat
ed and outwardly directed potassium current. There was also a time-ind
ependent background current of potassium showing inward rectification.
Basically the same equations were used for calculation of the four cu
rrent voltage relations. Also, currents during a depolarizing voltage
step could be reproduced by the model. Two action potentials were coup
led to each other by means of a resistor to simulate the behaviour of
gap junctions. A flat T-wave in the electrogram occurred when the acti
on potentials had the same characteristics because of the electrotonic
interaction. When the first action potential was longer than the seco
nd in a pair positive T-waves were seen. A negative T-wave occurred wh
en the second action potential of the pair was made longer. The model
forms a base for further simulations of ECG.