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Zorluk: KolayNephrology

A 68-year-old man with a history of type 2 diabetes mellitus is brought to the emergency department due to progressively worsening confusion and profound weakness over the past 4 days. He recently recovered from a mild upper respiratory illness. On examination, he is lethargic but arousable. Vital signs show a blood pressure of 92/58 mm Hg92/58\text{ mm Hg}, a heart rate of 118/min118/\text{min}, and a respiratory rate of 16/min16/\text{min}. His mucous membranes are parched, and skin turgor is significantly decreased.

Initial laboratory evaluation reveals:
Serum sodium: 129 mEq/L129\text{ mEq/L}
Serum potassium: 4.4 mEq/L4.4\text{ mEq/L}
Serum chloride: 95 mEq/L95\text{ mEq/L}
Serum bicarbonate: 22 mEq/L22\text{ mEq/L}
Blood urea nitrogen: 48 mg/dL48\text{ mg/dL}
Serum creatinine: 1.9 mg/dL1.9\text{ mg/dL}
Serum glucose: 600 mg/dL600\text{ mg/dL}

In order to properly select the composition of intravenous fluids for resuscitation, the patient's true sodium status must be evaluated.

What is the patient's corrected serum sodium concentration in mEq/L\text{mEq/L}? (Assume a correction factor of 1.6 mEq/L1.6\text{ mEq/L} for each 100 mg/dL100\text{ mg/dL} increase in glucose above 100 mg/dL100\text{ mg/dL}).

Cevap: 137 mEq/L

Cevap

137
In the setting of severe hyperglycemia, the high concentration of glucose in the extracellular fluid creates an osmotic gradient that draws water out of cells. This transcellular fluid shift dilutes the serum sodium concentration, leading to a phenomenon known as translocational hyponatremia. To determine the patient's true sodium status, a correction factor must be applied. The standard correction adds 1.6 mEq/L1.6\text{ mEq/L} to the measured sodium for every 100 mg/dL100\text{ mg/dL} increase in glucose above a baseline of 100 mg/dL100\text{ mg/dL}. For a glucose level of 600 mg/dL600\text{ mg/dL}, the excess is 500 mg/dL500\text{ mg/dL}. Multiplying 55 by 1.61.6 yields a correction of 8 mEq/L8\text{ mEq/L}. Adding this to the measured sodium of 129 mEq/L129\text{ mEq/L} results in a corrected serum sodium of 137 mEq/L137\text{ mEq/L}. This indicates that the patient actually has a normal serum sodium concentration, which is critical for choosing the appropriate intravenous fluid for resuscitation.

Adım Adım Çözüm

1
Identify the patient's measured serum sodium and serum glucose levels.
Measured Na = 129 mEq/L129\text{ mEq/L}, Glucose = 600 mg/dL600\text{ mg/dL}.
These are the two variables required to calculate the corrected serum sodium.
2
Calculate the amount of glucose elevation above the normal baseline of 100 mg/dL100\text{ mg/dL}.
600−100=500 mg/dL600 - 100 = 500\text{ mg/dL} above normal.
The correction factor is only applied to the excess glucose driving the osmotic shift.
3
Determine the total sodium correction value by applying the given factor.
Correction = 5×1.6=8 mEq/L5 \times 1.6 = 8\text{ mEq/L}.
For every 100 mg/dL100\text{ mg/dL} of excess glucose, sodium is artificially lowered by 1.6 mEq/L1.6\text{ mEq/L}.
4
Add the correction value to the measured serum sodium.
129+8=137 mEq/L129 + 8 = 137\text{ mEq/L}.
This yields the true serum sodium concentration, guiding appropriate fluid therapy.

Anahtar Kavram

Pseudohyponatremia due to hyperglycemia (translocational hyponatremia)
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