z-logo
Premium
Evaluation of the expected ventilatory response to metabolic acidosis in chronic hemodialysis patients
Author(s) -
Marano Marco
Publication year - 2018
Publication title -
hemodialysis international
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.658
H-Index - 47
eISSN - 1542-4758
pISSN - 1492-7535
DOI - 10.1111/hdi.12602
Subject(s) - metabolic acidosis , hemodialysis , medicine , acidosis , mathematics , bicarbonate
Expected pCO 2 during metabolic acidosis should be computed to rule out superimposing respiratory acid‐base disorders, the latter being featured by too high or too low pCO 2 than expected. At least 4 different and inconsistent formulas exist. Based on the common practical rule, the reduction of pCO 2 equals 1.2 multiplied by the reduction of serum bicarbonate ([HCO 3 −]), whereas pCO 2 equals to the 2 digit after pH decimal point according to Fulop. Instead, based on Winters' formula, pCO 2 equals to 1.5 times [HCO 3 −] + 8. Finally, a very simple formula has been proposed, it reads pCO 2  = [HCO 3 −] + 15. Beyond the evident simplicity, the latter has been effective in a small hemodialysis cohort but validation in a larger dataset is highly desirable. Methods: Formulas have been applied to 180 hemodialysis patients' blood samples dataset featured by mild metabolic acidosis (HCO 3  ≥ 14 mEq/L) and root mean square errors (RMSE) associated with each formula were computed. pCO 2 reference range was computed as expected pCO 2  ± 2 RMSE. Findings: Fulop's rule and Winters' formula are associated with large prediction errors. Conversely, the common practical rule and the very simple formula are both featured by the same low error (1.7 mmHg). They further show good agreement and pick out the same reference range. Discussion: Superimposing respiratory acid‐base disorders can be promptly and effectively ruled out by computing expected pCO 2 as [HCO 3 −] + 15, a very simple formula proved to be interchangeable with the common practical rule that requires computes and assumptions, but leads to same results.

This content is not available in your region!

Continue researching here.

Having issues? You can contact us here