GABA Transporter Reversal Potential



Background

Transport of γ-aminobutyric acid (GABA) into neurons and glia is accomplished by plasma membrane Na+- and Cl--coupled GABA transporters (Nelson, 1998; Chen et al., 2004). The GABA transporters are electrogenic and, thus, their activity can be studied by using electrophysiological methods (Kavanaugh et al., 1992; Mager et al., 1993, 1996; Biedermann et al., 2002). The ion-substrate stoichiometry has been determined to be 2 Na+ : 1 Cl- : 1 GABA (Pastuszko et al., 1982; Radian and Kanner, 1983; Loo et al., 2000). Thus, during a typical transport cycle, 2 Na+ ions, 1 Cl- ion, 1 GABA molecule are co-translocated across the plasma membrane. Physiologically, transport is driven primarily by the Na+ electrochemical gradient. Cl- is also a transported co-substrate and there is some evidence in favor of a thermodynamic role of Cl- in the transport cycle (Keynan and Kanner, 1988; Lu and Hilgemann, 1999). As the transporter is electrogenic, it is readily seen that transport is also influenced by the membrane potential. Depending on Na+, Cl-, and GABA gradients and the membrane potential, transport may be in the forward direction, in the reverse direction, or at equilibrium (i.e., no net transport) (Gaspary et al., 1998; Lu and Hilgemann, 1999; Wu et al., 2001, 2003; Wang et al., 2003). The known stoichiometry of the transport cycle can be used to determine the membrane potential at which the transporter would be at equilibrium (Lu and Hilgemann, 1999; Richerson and Wu, 2003). As the role of Cl- is not yet fully understood (Loo et al., 2000; Sacher et al., 2002; Giovannardi et al., 2003; Karakossian et al., 2005), the equation used here should be thought of as a working model whose predictions must be tested against experimental results. Support for the validity of this equation comes from the work of Lu and Hilgemann (1999) and Wu et al. (2007).


GABA Transporter Reversal Potential Equation

(Lu and Hilgemann, 1999; Richerson and Wu, 2003)

GABA Transporter Reversal Potential Equation

Constants


Calculator

Enter appropriate values in all cells except the one you wish to calculate. Therefore, at least seven cells must have values, and no more than one cell may be blank. The value of the blank cell will be calculated based on the other values entered. The calculated equilibrium potentials for Na+ (VNa) and Cl- (VCl) are read-only values.


T : ºK
[GABA]o :                
[GABA]i :                
[Na]o :                
[Na]i :                
[Cl]o :                
[Cl]i :                
Vrev :    



VNa : (mV)
VCl : (mV)
[GABA]i / [GABA]o :  


References

  1. Biedermann, B., Bringmann, A., Reichenbach, A. (2002) High-affinity GABA uptake in retinal glial (Muller) cells of the guinea pig: Electrophysiological characterization, immunohistochemical localization, and modeling of efficiency. Glia 39, 217-228.
  2. Chen, N.H., Reith, M.E., Quick, M.W. (2004) Synaptic uptake and beyond: The sodium- and chloride-dependent neurotransmitter transporter family SLC6. Pflugers Arch. 447, 519-531.
  3. Gaspary, H.L., Wang, W., Richerson, G.B. (1998) Carrier-mediated GABA release activates GABA receptors on hippocampal neurons. J. Neurophysiol. 80, 270-281.
  4. Giovannardi, S., Fesce, R., Bossi, E., Binda, F., Peres, A. (2003) Cl- affects the function of the GABA cotransporter rGAT1 but preserves the mutal relationship between transient and transport currents. Cell Mol. Life Sci. 60, 550-556.
  5. Karakossian, M.H., Spencer, S.R., Gomez, A.Q., Padilla, O.R., Sacher, A., Loo, D.D.F., Nelson, N., Eskandari, S. (2005) Novel properties of a mouse γ-aminobutyric acid transporter (GAT4). J. Membr. Biol. 203, 65-82.
  6. Kavanaugh, M.P., Arriza, J.L., North, R.A., Amara, S.G. (1992) Electrogenic uptake of γ-aminobutyric acid by a cloned transporter expressed in Xenopus oocytes. J. Biol. Chem. 267, 22007-22009.
  7. Keynan, S., Kanner, B.I. (1988) γ-Aminobutyric acid transport in reconstituted preparations from rat brain: coupled sodium and chloride fluxes. Biochemistry 27, 12-17.
  8. Loo, D.D.F., Eskandari, S., Boorer, K.J., Sarkar, H.K., Wright, E.M. (2000) Role of Cl- in electrogenic Na+-coupled cotransporters GAT1 and SGLT1. J. Biol. Chem. 275, 37414-37422.
  9. Lu, C.-C., Hilgemann, D.W. (1999) GAT1 (GABA:Na+:Cl-) cotransport function. Steady state studies in giant Xenopus oocyte membrane patches. J. Gen. Physiol. 114, 429-444.
  10. Mager, S., Kleinberger-Doron, N., Keshet, G.I., Davidson, N., Kanner, B.I., Lester, H.A. (1996) Ion binding and permeation at the GABA transporter GAT1. J. Neurosci. 16, 5405-5414.
  11. Mager, S., Naeve, J., Quick, M., Labarca, C., Davidson, N., Lester, H.A. (1993) Steady states, charge movements, and rates for a cloned GABA transporter expressed in Xenopus oocytes. Neuron 10, 177-188.
  12. Nelson, N. (1998) The family of Na+/Cl neurotransmitter transporters. J. Neurochem. 71, 1785-1803.
  13. Pastuszko, A., Wilson, D.F., Erecinska, M. (1982) Energetics of γ-aminobutyrate transport in rat brain synaptosomes. J. Biol. Chem. 257, 7514-7519.
  14. Radian, R., Kanner, B.I. (1983) Stoichiometry of sodium- and chloride-coupled g-aminobutyric acid transport by synaptic plasma membrane vesicles isolated from rat brain. Biochemistry 22, 1236-1241.
  15. Richerson, G.B., Wu, Y. (2003) Dynamic equilibrium of neurotransmitter transporters: Not just for reuptake anymore. J. Neurophysiol. 90, 1363-1374.
  16. Sacher, A., Nelson, N., Ogi, J.T., Wright, E.M., Loo, D.D.F., Eskandari, S. (2002) Presteady-state and steady-state kinetics and turnover rate of the mouse γ-aminobutyric acid transporter (mGAT3). J. Membr. Biol. 190, 57-73.
  17. Wang, D., Deken, S.L., Whitworth, T.L., Quick, M.W. (2003) Syntaxin 1A inhibits GABA flux, efflux, and exchange mediated by the rat brain GABA transporter GAT1. Mol. Pharmacol. 64, 905-913.
  18. Wu, Y., Wang, W., Díez-Sampedro, A., Richerson, G.B. (2007) Nonvesicular inhibitory neurotransmission via reversal of the GABA transporter GAT-1. Neuron 56, 851-865
  19. Wu, Y., Wang, W., Richerson, G.B. (2001) GABA transaminase inhibition induces spontaneous and enhances depolarization-evoked GABA efflux via reversal of the GABA transporter. J. Neurosci. 21, 2630-2639.
  20. Wu, Y., Wang, W., Richerson, G.B. (2003) Vigabatrin induces tonic inhibition via GABA transporter reversal without increasing vesicular GABA release. J. Neurophysiol. 89, 2021-2034.