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Zorluk: OrtaNephrology

A 27-year-old woman is admitted to the hospital with a 4-day history of severe, frequent, watery diarrhea and diffuse abdominal pain. She has a history of ulcerative colitis and takes oral mesalamine. Her temperature is 38.8∘C38.8^\circ C (101.8∘F101.8^\circ F), blood pressure is 96/6096/60 mm Hg, pulse is 118/min, and respirations are 26/min. The patient appears acutely ill, diaphoretic, and in moderate distress due to abdominal cramping.

Laboratory studies show:
TestValue
Serum sodium138 mEq/L
Serum potassium3.2 mEq/L
Serum chloride118 mEq/L
Serum bicarbonate10 mEq/L
Blood urea nitrogen32 mg/dL
Serum creatinine1.4 mg/dL
Arterial blood gas analysis on room air:
TestValue
pH7.37
PaCO218 mm Hg
PaO295 mm Hg

Based on the laboratory results, which of the following best describes this patient's acid-base status?

  1. Mixed normal anion gap metabolic acidosis and respiratory alkalosisCevap
  2. B
    Normal anion gap metabolic acidosis with appropriate respiratory compensation
  3. C
    Mixed high anion gap metabolic acidosis and respiratory alkalosis
  4. D
    High anion gap metabolic acidosis with appropriate respiratory compensation
  5. E
    Primary respiratory alkalosis with appropriate metabolic compensation

Cevap

Mixed normal anion gap metabolic acidosis and respiratory alkalosis
The patient's arterial blood gas shows an acidemic pH of 7.37. The presence of a low serum bicarbonate (1010 mEq/L) identifies the primary disorder as a metabolic acidosis. The anion gap is calculated as Na+−(Cl−+HCO3−)Na^+ - (Cl^- + HCO_3^-), which is 138−(118+10)=10138 - (118 + 10) = 10 mEq/L. Since this falls within the normal range of 8 to 12 mEq/L, she has a normal anion gap metabolic acidosis, which is expected given her significant gastrointestinal bicarbonate loss from severe diarrhea.

To evaluate respiratory compensation, Winter's formula is applied: Expected PaCO2=(1.5×HCO3−)+8±2PaCO_2 = (1.5 \times HCO_3^-) + 8 \pm 2. For this patient, the expected PaCO2=(1.5×10)+8±2=23±2PaCO_2 = (1.5 \times 10) + 8 \pm 2 = 23 \pm 2 mm Hg (range: 21 to 25 mm Hg). The measured PaCO2PaCO_2 is 1818 mm Hg, which is significantly lower than the expected range. This indicates an excessive respiratory drive and the presence of a concomitant, independent primary respiratory alkalosis, likely secondary to fever, pain, and systemic inflammation from her acute ulcerative colitis flare.

Adım Adım Çözüm

1
Evaluate the primary acid-base disturbance using the arterial pH.
The pH is 7.37, indicating acidemia. Because the serum bicarbonate is low (1010 mEq/L), the primary disorder driving the acidemia is a metabolic acidosis.
Identifying the primary disorder provides the foundation for interpreting compensatory responses.
2
Calculate the serum anion gap (AG) to classify the etiology of the metabolic acidosis.
AG=Na+−(Cl−+HCO3−)=138−(118+10)=138−128=10AG = Na^+ - (Cl^- + HCO_3^-) = 138 - (118 + 10) = 138 - 128 = 10 mEq/L. This is within the normal range of 8-12 mEq/L, confirming a normal anion gap metabolic acidosis.
Classifying the acidosis as normal vs. high anion gap helps identify the underlying cause, which in this case is gastrointestinal bicarbonate loss from severe diarrhea.
3
Apply Winter's formula to determine the expected physiological respiratory compensation.
Expected PaCO2=(1.5×HCO3−)+8±2=(1.5×10)+8±2=15+8±2=23±2PaCO_2 = (1.5 \times HCO_3^-) + 8 \pm 2 = (1.5 \times 10) + 8 \pm 2 = 15 + 8 \pm 2 = 23 \pm 2 mm Hg (range: 21 to 25 mm Hg).
Winter's formula reveals whether the change in PaCO2 is purely compensatory or represents an independent respiratory disorder.
4
Compare the measured PaCO2PaCO_2 to the calculated expected PaCO2PaCO_2.
The measured PaCO2PaCO_2 is 1818 mm Hg, which falls below the expected range of 21-25 mm Hg.
A PaCO2PaCO_2 lower than expected indicates an additional, independent primary respiratory alkalosis, likely driven by tachypnea secondary to fever, pain, and systemic inflammation (SIRS).

Anahtar Kavram

Patients with mixed acid-base disorders require stepwise calculation of the anion gap and application of Winter's formula to uncover concomitant primary disturbances that alter expected compensatory mechanisms.
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