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Evaluation of severinghaus' equation and its modification for 2, 3-dpg
The Japanese Journal of Physiology
|January 1, 1977
Summary
Severinghaus' equation accurately estimates oxygen half saturation pressure (P50) in healthy individuals. A modified equation incorporating the 2,3-diphosphoglycerate to hemoglobin ratio improves P50 estimation in critically injured patients.
Area of Science:
- Biomedical Engineering
- Clinical Chemistry
- Respiratory Physiology
Background:
- Severinghaus' equation is standard for estimating oxygen half saturation pressure (P50) using blood gas parameters.
- This equation shows significant deviations in patients with severe injuries.
Purpose of the Study:
- To modify Severinghaus' equation for accurate P50 estimation in critically ill patients.
- To incorporate the 2,3-diphosphoglycerate to hemoglobin tetramer ratio ([DPG]) into the P50 estimation.
Main Methods:
- Analyzed 139 blood samples from 65 severely injured patients.
- Correlated P50 estimation differences with the 2,3-DPG ratio.
- Derived a modified Severinghaus' equation including the [DPG] ratio.
Main Results:
- The modified equation: deltalog Po2 = +0.48 (7.4-pH) + 0.024 (T-37) + 0.0013BE + 0.135[DPG] - 0.116.
- Achieved P50 estimation accuracy of ±2.5 mmHg and oxygen saturation accuracy of ±5%.
- Demonstrated improved indirect estimation of Po2 and oxygen saturation in most clinical cases.
Conclusions:
- The modified Severinghaus' equation provides accurate P50 and oxygen saturation estimates in critically injured patients.
- Incorporating the 2,3-DPG ratio significantly enhances the equation's clinical utility.
- The study discusses the limitations of the modified equation.