Detect unmeasured osmoles, such as toxic alcohols
Serum osmolality represents the concentration of various solutes in the aqueous phase in plasma. Sodium chloride, sodium bicarbonate, glucose, and urea make up the bulk of solutes in healthy individuals.
Serum osmolality is classically estimated by the following formula:
Calculated Serum Osmolality = (2 x [Na]) + [glucose, in mg/dL]/18 + [blood urea nitrogen, in mg/dL]/2.8
or, with SI units (in mmol/L):
Calculated Serum Osmolality = (2 x [Na]) + [glucose] + [urea]
Note: The serum sodium is multiplied by two to account for accompanying anions (chloride and bicarbonate). In the first formula, glucose and blood urea nitrogen are divided by 18 and 2.8 respectively in order to convert mg/dL into mosmol/kg.
A 2015 study identified the Dorwart-Chalmer's equation as most accurate for estimating measured osmolality.
Calculated Serum Osmolality = 1.86 X ([Na] + [K]) + 1.15 X ([Glu]/18)+([Urea]/6)+ 14
where Na and K are in mmol/L and glucose/urea are in mg/dL.
Note: this study examined urea instead of blood nitrogen urea (BUN), so urea was divided by 6, instead of the 2.8 factor that is used with BUN.
The "Osmolal gap" represents osmoles which are unaccounted for by sodium salts, glucose and urea.
Osmolal gap = Measured Osmolality - Calculated Osmolality
In normal individuals, the osmolal gap is <10 mOsm/kg water.
In the event a significant osmolal gap is detected, the following causes should be considered:
Martín-Calderón JL, Bustos F, Tuesta-Reina LR, Varona JM, Caballero L, Solano F.
Serum osmolality represents the concentration of various solutes in the aqueous phase in plasma. Sodium chloride, sodium bicarbonate, glucose, and urea make up the bulk of solutes in healthy individuals.
Serum osmolality is classically estimated by the following formula:
Calculated Serum Osmolality = (2 x [Na]) + [glucose, in mg/dL]/18 + [blood urea nitrogen, in mg/dL]/2.8
or, with SI units (in mmol/L):
Calculated Serum Osmolality = (2 x [Na]) + [glucose] + [urea]
Note: The serum sodium is multiplied by two to account for accompanying anions (chloride and bicarbonate). In the first formula, glucose and blood urea nitrogen are divided by 18 and 2.8 respectively in order to convert mg/dL into mosmol/kg.
A 2015 study identified the Dorwart-Chalmer's equation as most accurate for estimating measured osmolality.
Calculated Serum Osmolality = 1.86 X ([Na] + [K]) + 1.15 X ([Glu]/18)+([Urea]/6)+ 14
where Na and K are in mmol/L and glucose/urea are in mg/dL.
Note: this study examined urea instead of blood nitrogen urea (BUN), so urea was divided by 6, instead of the 2.8 factor that is used with BUN.
The "Osmolal gap" represents osmoles which are unaccounted for by sodium salts, glucose and urea.
Osmolal gap = Measured Osmolality - Calculated Osmolality
In normal individuals, the osmolal gap is <10 mOsm/kg water.
In the event a significant osmolal gap is detected, the following causes should be considered:
Martín-Calderón JL, Bustos F, Tuesta-Reina LR, Varona JM, Caballero L, Solano F.
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