2012
DOI: 10.1074/jbc.m112.364059
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Charge Compensation Mechanism of a Na+-coupled, Secondary Active Glutamate Transporter

Abstract: Background: Reorientation of the binding sites of the glutamate transporter requires K ϩ translocation.

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Cited by 29 publications
(43 citation statements)
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“…These currents were interpreted as caused by Na + binding to the glutamate-free transporter, or conformational changes associated with this binding, as has been demonstrated for other Na + -coupled, secondary-active transporters [117-118]. Interestingly, transient currents were also observed in the sole presence of K + on both the intracellular and extracellular side of the membrane, indicating that K + binding and/or translocation is/are also electrogenic [72] (Fig. 2B, see Fig.…”
Section: Molecular Transport Mechanismmentioning
confidence: 91%
“…These currents were interpreted as caused by Na + binding to the glutamate-free transporter, or conformational changes associated with this binding, as has been demonstrated for other Na + -coupled, secondary-active transporters [117-118]. Interestingly, transient currents were also observed in the sole presence of K + on both the intracellular and extracellular side of the membrane, indicating that K + binding and/or translocation is/are also electrogenic [72] (Fig. 2B, see Fig.…”
Section: Molecular Transport Mechanismmentioning
confidence: 91%
“…The results suggest that the outward charge movement is hidden in the wild-type transporter because it is overcompensated by simultaneous inward movement of positive charge from glutamate translocation and Na ϩ binding to the empty and substratebound transporter. This is an important finding because glutamate binding adds to the substantial list of electrogenic partial reactions in glutamate transporters (6,27,45) in which charge movement within the membrane is distributed over several reaction steps. This includes Na ϩ binding, dissociation, K ϩ -induced relocation, and substrate translocation steps (27,46).…”
Section: Discussionmentioning
confidence: 99%
“…2, A and B) based on structural models of the open loop, glutamate-free and closed loop, glutamate-bound configurations ( Fig. 2C; based on EAAC1 homology models generated using Glt Ph as a template (18,27)). Solving the Poisson-Boltzmann equation allows the computation of the electrostatic energy of the two states (open loop and closed loop/glutamate-bound), which yields the valence of the transition, when computed as a function of the membrane potential ( Fig.…”
Section: Computational Analysis Suggests That Glutamate Binding Ismentioning
confidence: 99%
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“…To further support the hypothesis co-transported cations are used to neutral the endogenous charges present in the empty transporter (34), a combination of pre-steady state concentration and voltage jump experiments with computational modeling were used. These data led to the conclusion that the negative charge generated by the movement of the empty transport is, indeed, in part compensated by the binding and translocation of Na + , H + , and K + ions (35). The compensation of endogenous transporter charges by ion binding, in addition to a defocused electric field and distribution of electrogenic steps, allows for a tightly regulated and energetically reasonable transport mechanism (Figure 2).…”
Section: Mechanism Of Transportmentioning
confidence: 99%