Electroneutral Na-H exchange does not depolarize the resting membrane potential
نویسندگان
چکیده
Dear Sir: In a paper published recently, Jacob et al. (1984) show that electroneutral exchanges that result in a net electroneutral Na-K exchange may hyperpolarize the membrane potential beyond the value calculated by the Mullins-Noda (1963) equation. This effect is mediated by an electrogenic Na-K pump. The authors then argue that a cell with low proton permeability and a Na-H exchange as the only electroneutral exchanger would have a membrane potential less negative than predicted by the Mullins-Noda equation. The purpose of this letter is to point out that this prediction is based on an incorrect analysis of the membrane currents. Jacob et al. describe the ionic equilibrium of a cell having passive Na and K fluxes, an electrogenic Na-K pump flux, and an electroneutral Na-H exchange by the equations: and Volume 85 June 1985 933-935 jNa + MNa + XNa = 0 jK +mK =0. These equations can be combined to give an equivalent equation for the membrane currents: IN. + INap + INaH + IK + IKp = 0, where IN., INap, IN aH, IK, and IKp are the currents produced by the ion fluxes jNa, MNa, XNa, jK, and MK, respectively. These equations describe a system that appears to satisfy the conditions for electrical and ionic equilibrium, i.e., that all the internal ionic concentrations be in their steady state. This implies the necessary condition that EI = 0. However, the system described by Jacob et al. has the form shown in Fig. 1. The membrane currents of such a system are given by : where IH is a hyperpolarizing current associated with the proton efflux. A comparison with Eq. 1 shows that Jacob et al. have omitted the hyperpolarizing proton efflux (xH equivalent to IH) and that their system is electrically unbalanced
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ورودعنوان ژورنال:
- The Journal of General Physiology
دوره 85 شماره
صفحات -
تاریخ انتشار 1985