1997
DOI: 10.1002/(sici)1099-1492(199705)10:3<129::aid-nbm459>3.0.co;2-2
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Free magnesium-ion concentration in erythrocytes by31P NMR: the effect of metabolite–haemoglobin interactions

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Cited by 13 publications
(4 citation statements)
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“…Of these methods, the one noninvasive technique that has been used extensively is that of 31 P NMR spectroscopy (16 -19, 21-25). However, there are a number of potential errors associated with using the observed NMR signal to determine [Mg 2ϩ ] free , including uncertainty in the binding constant between ATP and magnesium (26), the effect of intracellular ionic content on this interaction (27), and the effect of metabolite-Hb interactions (23). Gupta and co-workers (2), the first to use this method, addressed the first two problems by determining an apparent MgATP binding constant, K (app)bMgATP , from the difference between the end points of the chemical shifts of the magnesium bound and unbound ␣ and ␤ phosphorus nuclei of ATP, ␦ ␣␤-MgATP and ␦ ␣␤-ATP .…”
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confidence: 99%
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“…Of these methods, the one noninvasive technique that has been used extensively is that of 31 P NMR spectroscopy (16 -19, 21-25). However, there are a number of potential errors associated with using the observed NMR signal to determine [Mg 2ϩ ] free , including uncertainty in the binding constant between ATP and magnesium (26), the effect of intracellular ionic content on this interaction (27), and the effect of metabolite-Hb interactions (23). Gupta and co-workers (2), the first to use this method, addressed the first two problems by determining an apparent MgATP binding constant, K (app)bMgATP , from the difference between the end points of the chemical shifts of the magnesium bound and unbound ␣ and ␤ phosphorus nuclei of ATP, ␦ ␣␤-MgATP and ␦ ␣␤-ATP .…”
mentioning
confidence: 99%
“…However, by 1983 (48), this complexity in the method was lost, perhaps because, according to their equilibrium constants, Hb bound MgATP and ATP equally strongly, which would allow the Hb effect to be ignored (23). Also, this added complexity, combined with the lack of computational power at the time, perhaps made solving the necessary multiple equilibria too difficult to be achieved routinely.…”
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confidence: 99%
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