Inactivation in Myxicola giant axons responsible for slow and accumulative adaptation phenomena.
- 1 March 1981
- journal article
- research article
- Published by Wiley in The Journal of Physiology
- Vol. 312 (1) , 531-549
- https://doi.org/10.1113/jphysiol.1981.sp013642
Abstract
The action potential in Myxicola giant axons is abolished if the nerve is stimulated at frequencies higher than .apprx. 5 s-1. At 1 s-1 the magnitude of the action potential is not maintained upon sequential stimulation, but decreases until the response is abolished. The behavior of the ionic currents underlying the action potential was studied with voltage-clamp techniques to find the origin of sch adaptation. These studies showed a frequency-dependent decline of the Na currents. The decline in the Na currents upon repetitive depolarization is due to a decrease in the Na conductance and not to change in driving force. An analysis of the effects of conditioning depolarizations on the Na current during a depolarizing test pulse demonstrates that in a single short depolarization (< 10 ms) 15% of the Na conductance enters an inactivated state from which recovery is very slow. Upon repetitive depolarizations the amount of Na conductance available accumulates in this slowly recovering inactivated state. The data are explained by proposing that every time the membrane is depolarized open channels undergo 1 of 2 competing reactions. Open channels enter either the traditional inactivated state described by Hodgkin and Huxley from which recovery is fast (a few ms) or an inactivated state from which recovery is very slow (s). In Myxicola only 15% of open channels enter the later inactivated state in a single depolarization. Upon repetitive depolarizations the fraction in this state accumulates if the frequency of pulsing is faster than the recovery rate. Axons in which the amount of open channels entering the slowly recovering inactivated state is significant, such as in Myxicola, have a system capable of storing the previous activity of the axon for periods of s or min.This publication has 30 references indexed in Scilit:
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