1958
DOI: 10.1172/jci103712
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Interrelations Between Serum Sodium Concentration, Serum Osmolarity and Total Exchangeable Sodium, Total Exchangeable Potassium and Total Body Water1

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Cited by 491 publications
(331 citation statements)
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References 28 publications
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“…An intriguing possibility discussed by Noakes et al (34) is that some athletes are able to mobilize sodium from internal stores that otherwise are osmotically inactive. This exchangeable sodium store has been described by Edelman and colleagues, Titze and colleagues, and Heer and colleagues (81)(82)(83)(84)(85)(86). For example, in the study by Heer et al (86) participants were fed a diet of varying sodium amounts with a fixed amount of water ingestion.…”
Section: Pathophysiologymentioning
confidence: 83%
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“…An intriguing possibility discussed by Noakes et al (34) is that some athletes are able to mobilize sodium from internal stores that otherwise are osmotically inactive. This exchangeable sodium store has been described by Edelman and colleagues, Titze and colleagues, and Heer and colleagues (81)(82)(83)(84)(85)(86). For example, in the study by Heer et al (86) participants were fed a diet of varying sodium amounts with a fixed amount of water ingestion.…”
Section: Pathophysiologymentioning
confidence: 83%
“…Despite these conditions, serum sodium levels remained constant without a concomitant increase in TBW. These studies indicated that up to one fourth of the total body sodium may exist in bone and cartilage stores that are not osmotically active (i.e., in an insoluble crystal compound) but potentially recruitable into an osmotically active form (81)(82)(83). In rats, this nonosmotically active sodium may reside bound to skin proteoglycans (87,88).…”
Section: Pathophysiologymentioning
confidence: 99%
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“…Although clinically popular formulas are reasonably accurate in predicting the increase in serum sodium concentration from hypertonic saline infusion, in our experience, the formula tended to underestimate the increase, and in overcorrectors, the actual increase in sodium concentration was up to five times the predicted rate. The predictive formula that we used omits both potassium and the intercept in Edelman's empirical relationship (6,15,16). Severe hypokalemia was infrequent and potassium replacement was modest in this series.…”
Section: Discussionmentioning
confidence: 96%
“…3 However, in chronic illness with hypotonicity or hypertonicity (that is, hyponatremia or hypernatremia) the relationship between body water and total exchangeable cation must presumably be different from the findings in normotonic states, and in a population of patients with a wide variation of serum cation concentrations, the correlation coefficient of equation 1 must be expected to be decreased. For this situation the following relationship between the sodium concentration of serum water (Na ) s and the total exchangeable cation concentration (Nae + K(/TBW) has been defined4: (Na)s=b NaNe+ Ke +a (2) (N~)sb.TBW The significance of this relationship has been improved through the addition of the potassium concentration to the sodium concentration of serum water as shown in equation 35: (Na)s + (k)s bNae BKe+ a (3) This formula, which relates the cation concentration of serum water to the total exchangeable cation concentration, may be rewritten as follows5: Nae + Ke (Na)s+ (k)s b. TBW+a (4) With the assumption that the cation concentrations of the extracellular and intracellular water are equal, the term ((N e + K ) (N's+ (k)s represents the cation space, or the volume of dilution of cations, the variations of which should reflect the variations in total body water to the extent that the amount of exchangeable, osmotically inactive cation is unchanged. Since the variables of equation 4 cover a wider range than the variables of equations 2 and 3, the relationship expressed in equation 4 should be most suitable to include hypertonic, normotonic, and hypotonic disease states in a highly significant correlation.…”
mentioning
confidence: 99%