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A-a O₂ Gradient
A-a O2 Gradient
Calculates the difference between alveolar and arterial oxygen to assess gas exchange

A-a O₂ Gradient
A-a O2 Gradient
Calculates the difference between alveolar and arterial oxygen to assess gas exchange
Instructions
The A-a O₂ Gradient measures the difference between alveolar and arterial oxygen to assess gas exchange efficiency.
Obtain PaO₂ and PaCO₂ from an arterial blood gas.
Calculate: A-a O₂ Gradient = [ (FiO₂) × (Atmospheric Pressure - H₂O Pressure) - (PaCO₂/0.8) ] – PaO₂ from ABG
Overview
When to use
Why use
Evidences
Interpretation:
A-a O₂ Gradient = [ (FiO₂) × (Atmospheric Pressure - H₂O Pressure) - (PaCO₂/0.8) ] – PaO₂ from ABG
Normal Gradient Estimate : (age/4) + 4
Pressure of H2O: 47 mmHg on room air.
Normal and age adjustment: Normal young adult ≈5–10 mmHg; normal increases with age, with a conservative estimate (Age+10)/4 mmHg; normal also increases with FiO2
https://www.ncbi.nlm.nih.gov/books/NBK482268/
Definition and calculation: A–a gradient equals PAO2 − PaO2; PAO2 from the alveolar gas equation, with a commonly used short form PAO2 = FiO2 × 713 − PaCO2/0.8 at sea level.
https://www.msdmanuals.com/professional/multimedia/table/equations-for-calculating-alveolar-oxygen-pressure-and-alveolar-to-arterial-oxygen-gradient
This brief communication by H. F. Helmholz Jr. presents a simplified version of the alveolar air equation for estimating alveolar oxygen tension. The formula offers a streamlined, practical approach for calculating gas exchange parameters in clinical settings
https://pubmed.ncbi.nlm.nih.gov/436542/
Overview
When to use
Why use
Evidences
The A-a O₂ Gradient is the difference between alveolar oxygen tension and arterial oxygen tension. It helps distinguish causes of hypoxemia by indicating whether the problem is due to inadequate ventilation or impaired gas transfer within the lungs. PAO₂ is estimated with the alveolar gas equation and PaO₂ is measured by arterial blood gas analysis. A normal gradient in the setting of low PaO₂ points to hypoventilation or low FiO₂, while a widened gradient supports intrinsic pulmonary causes such as V/Q mismatch, diffusion impairment, or true shunt. Typical conditions include asthma, COPD, interstitial lung disease, pneumonia, pulmonary edema, ARDS, and pulmonary embolism. Although a high gradient is nonspecific, it correlates with the severity of gas exchange impairment and can complement imaging and biomarkers in disorders like pulmonary embolism.
Overview
When to use
Why use
Evidences
Interpretation:
A-a O₂ Gradient = [ (FiO₂) × (Atmospheric Pressure - H₂O Pressure) - (PaCO₂/0.8) ] – PaO₂ from ABG
Normal Gradient Estimate : (age/4) + 4
Pressure of H2O: 47 mmHg on room air.
Normal and age adjustment: Normal young adult ≈5–10 mmHg; normal increases with age, with a conservative estimate (Age+10)/4 mmHg; normal also increases with FiO2
https://www.ncbi.nlm.nih.gov/books/NBK482268/
Definition and calculation: A–a gradient equals PAO2 − PaO2; PAO2 from the alveolar gas equation, with a commonly used short form PAO2 = FiO2 × 713 − PaCO2/0.8 at sea level.
https://www.msdmanuals.com/professional/multimedia/table/equations-for-calculating-alveolar-oxygen-pressure-and-alveolar-to-arterial-oxygen-gradient
This brief communication by H. F. Helmholz Jr. presents a simplified version of the alveolar air equation for estimating alveolar oxygen tension. The formula offers a streamlined, practical approach for calculating gas exchange parameters in clinical settings
https://pubmed.ncbi.nlm.nih.gov/436542/
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