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pubmed:abstractText |
The extracellular pH of the brain is subject to shifts during neural activity. To understand these pH changes, it is necessary to measure [H+], [HCO3-], [CO3(2-)] and [CO2]. In principle, this can be accomplished using CO3(2-) and pH-sensitive microelectrodes; however, interference from HCO3- and Cl-, and physiological changes in [HCO3-], complicate measurements with CO3(2-) electrodes. Calibration requires knowledge of slope response, interference constants and corrections for [HCO3-] shifts. We show that when [HCO3-] is altered at constant [CO2] in the absence of Cl-, the HCO3- interference cancels and the Nikolsky equation reduces to the Nernst equation for CO3(2-). Measurement of CO3(2-) slope response by this method yielded a value of 28.5 +/- 0.72 mV per decade change in [CO3(2-)]. In Cl(-)-containing solutions, interference coefficient for HCO3- and Cl- were determined by altering [HCO3-] at constant [CO2], changing [CO2] at constant [HCO3-], then solving the simultaneous Nikolsky equations for each transition. The mean interference constants corresponded to selectivity ratios of 245:1 and 1150:1 for CO3(2-) over HCO3- and Cl- respectively. To correct for possible changes in [HCO3-], the equilibrium relation between CO3(2-) and HCO3- was substituted into the Nikolsky equation to yield an equation in [CO3(2-)] and [H+]. By simultaneously measuring shifts in [H+] with a pH microelectrode, this equation is readily solved for [CO3(2-)]. These methods were tested by measuring [HCO3-] and [CO2] in experimental solutions, and in the extracellular fluid of rat hippocampal slices.
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pubmed:publicationType |
Journal Article,
In Vitro,
Research Support, U.S. Gov't, P.H.S.,
Research Support, Non-U.S. Gov't
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