Overview
A blood gas analysis evaluates oxygenation, ventilation, and acid-base status. It can be performed on arterial, venous, or capillary blood.
Arterial blood gas (ABG) is the gold standard test for assessing partial pressure of oxygen (PaO2 – oxygenation), partial pressure of carbon dioxide (PaCO2 – ventilation), and pH + HCO3- (acid-base status)
These note focus on assessing the acid-base status.
- Indications
- Acute respiratory distress syndrome (ARDS)
- Acute respiratory failure
- Severe sepsis and septic shock
- Hypovolemic shock
- Diabetic ketoacidosis (DKA)
- Renal tubular acidosis
- Heart failure
- Cardiac arrest
- Asthma
- Inborn errors of metabolism
Definition of terms
A patient can have multiple simultaneous acid-base disorders
| Term | Definition |
|---|---|
| Acidaemia | Blood pH < 7.35 |
| Alkalaemia | Blood pH > 7.45 |
| Acidosis | A process that causes the pH to fall |
| Alkalosis | A process that causes a rise in pH |
Components of a blood gas analysis
| Parameter | Reference Range | Significance |
|---|---|---|
| pH | 7.35 – 7.45 (7.4) | Acid-base status |
| pCO2 | 35 – 45 mmHg (40) | Ventilation |
| pO2 | 75 – 100 mmHg | Oxygenation |
| HCO₃⁻ | 22 – 26 mEq/L (24) | Metabolic component |
| Base Excess | -4 to +2 | Metabolic acid-base balance |
| SaO₂ | 95 – 100% | Oxygen saturation |
The components of a blood gas analysis are represented in the following format:
pH / pCO2 / pO2 / HCO3-
Example:
7.40 / 40 / 90 / 24
Henderson-Hasselbach Equation
The relationship between pH, bicarbonate and PaCO2 can be described by:
pH = 6.1 + log [HCO₃⁻ / (0.03 × PaCO₂)]
In this equation:
HCO3- represents the metabolic component
PaCO2 represents the respiratory components
Putting it simply:
- ↑ HCO₃⁻ → ↑ pH
- ↓ HCO₃⁻ → ↓ pH
- ↑ PaCO₂ → ↓ pH
- ↓ PaCO₂ → ↑ pH
Interpretation of a blood gas
Step 1: Is there an acid base disorder?
Look at the pH and determine whether there is acidaemia or alkalaemia
| pH | Interpretation |
|---|---|
| 7.35 – 7.45 | Normal. Use 7.40 as the midpoint |
| < 7.35 | Acidaemia |
| > 7.45 | Alkalaemia |
Step 2: What is the primary disorder
Are the pH and PCO2 changing in the same or opposite direction?
Same directions = metabolic disorder
Opposite directions = respiratory disorder
| Primary disorder | pH | pCO2 | HCO3- |
|---|---|---|---|
| Metabolic acidosis | ↓ | ↓ (compensatory) | ↓ |
| Metabolic alkalosis | ↑ | ↑ (compensatory) | ↑ |
| Respiratory acidosis (acute) | ↓ | ↑ | Slight ↑ (compensatory) |
| Respiratory acidosis (chronic) | Slight ↓ | ↑ | ↑ (compensatory) |
| Respiratory alkalosis (acute) | ↑ | ↓ | Slight ↓ (compensatory) |
| Respiratory alkalosis (chronic) | Slight ↑ | ↓ | ↓ (compensatory) |
Step 3: Is compensation appropriate?
Compensation is the body’s attempt to normalize pH. Respiratory compensation happens faster through changes in alveolar ventilation. Metabolic compensation happens slower through changes in renal handling of H+ and HCO3-.
The value that is inconsistent with the pH usually represents compensation. For example:
Compensation does not completely normalise the underlying disorder. If the measured compensation is outside the expected range a mixed acid-base disorder
6 formulas to determine whether compensation is appropriate:
- In metabolic acidosis: Expected pCO2 = 1.5 (HCO3-) + 8 +/- 2
- In metabolic alkalosis: Expected pCO2 = 0.7 (HCO3-) + 21 +/- 2
- In acute respiratory acidosis: Expected pH = 7.4 – [0.008(pCO2 – 40)]
- In acute respiratory alkalosis: Expected pH = 7.4 + [0.008(40 – pCO2)]
- In chronic respiratory acidosis: Expected pH = 7.4 – [0.003(pCO2 – 40)]
- In chronic respiratory alkalosis: Expected pH = 7.4 + [0.003(40 – pCO2)]
Examples:
- 7.08/16/115/5 – metabolic acidosis with respiratory compensation
- 7.16/16/70/60/23 – acute respiratory academia with little compensation
Step 4: Calculate the anion gap in metabolic acidosis
The anion gap (AG) can be used to determine the cause of metabolic acidosis. It estimates unmeasured plasma anionssuch as phosphate, ketones, and lactate
Formula:
AG = (Na+) – (Cl + HCO3-)
A normal AG is 8- 12 mmol/L
Step 5: Calculate Delta-Delta (Delta ratio) in an anion gap metabolic acidosis (AGMA)
The delta ratio identifies an additional metabolic disorder in patients with an anion gap metabolic acidosis
Formula:
Δ Ratio = ΔAG/ΔHCO3-
ΔAG = AG − 12
ΔHCO3- = 24 − measured HCO3-
Therefore Δ Ratio = (AG − 12) / (24 − HCO₃⁻)
Interpretation:
| Delta ratio | Interpretation | Physiology |
|---|---|---|
| < 1 | AGMA + NAGMA | Another process is causing bicarbonate to fall |
| 1 – 2 | Pure AGMA | |
| > 2 | AGMA + metabolic alkalosis | Another process is causing bicarbonate to rise |