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Zorluk: KolayNephrology

An 81-year-old man is brought to the emergency department by emergency medical services due to progressively worsening shortness of breath, altered mental status, and a high fever over the past two days. His past medical history is significant for severe chronic obstructive pulmonary disease (COPD). Upon arrival, he is lethargic and utilizing accessory muscles for respiration. Vital signs show a temperature of 38.9°C (102°F), heart rate of 122/min, blood pressure of 86/52 mmHg, and respiratory rate of 28/min. Oxygen saturation is 84% on room air.

Initial laboratory results are as follows:

Laboratory TestResultReference Range
Sodium140 mEq/L136–145 mEq/L
Potassium4.2 mEq/L3.5–5.0 mEq/L
Chloride98 mEq/L98–106 mEq/L
Bicarbonate12 mEq/L22–28 mEq/L
Blood urea nitrogen38 mg/dL8–20 mg/dL
Creatinine1.7 mg/dL0.7–1.3 mg/dL
Lactate7.1 mmol/L0.5–1.0 mmol/L
Arterial blood gas on room air:
ParameterResultReference Range
pHpH7.127.35–7.45
pCO2pCO_238 mm Hg35–45 mm Hg
pO2pO_252 mm Hg75–105 mm Hg

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

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

Cevap

Mixed high anion gap metabolic acidosis and respiratory acidosis
The correct answer accurately identifies two concurrent acid-base disturbances. First, the patient has a high anion gap metabolic acidosis (HAGMA) driven by lactic acidosis secondary to sepsis. The anion gap is calculated as 140−(98+12)=30140 - (98 + 12) = 30 mEq/L. Next, respiratory compensation for a metabolic acidosis must be verified using Winter's formula: Expected pCO2=1.5×[HCO3−]+8±2pCO_2 = 1.5 \times [HCO_3^-] + 8 \pm 2. For this patient, the expected pCO2=1.5×12+8=26±2pCO_2 = 1.5 \times 12 + 8 = 26 \pm 2 mm Hg. The patient's actual pCO2pCO_2 is 38 mm Hg. Because the measured pCO2pCO_2 is significantly higher than the expected compensated value, there is a concurrent respiratory acidosis. This commonly occurs when a patient with underlying COPD develops sepsis and respiratory muscle fatigue, rendering them unable to mount the massive minute ventilation required to compensate for a severe metabolic acidosis.

Adım Adım Çözüm

1
Identify the primary acid-base disorder by looking at the pHpH and bicarbonate levels.
The patient is acidemic (pHpH = 7.12) with a low bicarbonate (1212 mEq/L), indicating a primary metabolic acidosis.
Both pHpH and HCO3−HCO_3^- are shifted in the same direction (downward), which is the hallmark of a metabolic process.
2
Calculate the serum anion gap to determine the etiology of the metabolic acidosis.
Anion Gap = Na+−(Cl−+HCO3−)=140−(98+12)=30Na^+ - (Cl^- + HCO_3^-) = 140 - (98 + 12) = 30 mEq/L.
An anion gap > 12 mEq/L confirms the presence of a high anion gap metabolic acidosis (HAGMA), consistent with this patient's elevated lactate from septic shock.
3
Calculate the expected respiratory compensation using Winter's formula.
Expected pCO2=1.5×[HCO3−]+8=1.5×12+8=18+8=26±2pCO_2 = 1.5 \times [HCO_3^-] + 8 = 1.5 \times 12 + 8 = 18 + 8 = 26 \pm 2 mm Hg.
Winter's formula determines if the lungs are appropriately blowing off CO2CO_2 to compensate for the metabolic acidemia.
4
Compare the expected pCO2pCO_2 with the patient's actual pCO2pCO_2.
The actual pCO2pCO_2 is 38 mm Hg, which is significantly greater than the expected range of 24-28 mm Hg.
Because the actual CO2CO_2 is higher than expected, the patient is retaining CO2CO_2. This establishes the presence of a second, concurrent disorder: a respiratory acidosis.

Anahtar Kavram

Acid-base disorders with calculation of anion gap and respiratory compensation using Winter's formula.

Alternatif Yöntem

Once HAGMA is established, you can optionally calculate the Delta-Delta ratio (Δ\Delta Anion Gap / ΔHCO3−\Delta HCO_3^-) to check for a third disorder. Here, Δ\Delta AG = 30−12=1830 - 12 = 18, and ΔHCO3−\Delta HCO_3^- = 24−12=1224 - 12 = 12. The ratio is 18/12=1.518 / 12 = 1.5. A ratio between 1.0 and 2.0 suggests an uncomplicated HAGMA without an underlying concurrent normal AG metabolic acidosis or metabolic alkalosis.
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