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RACHS-1 (Risk Adjustment in Congenital Heart Surgery) Calculator

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  • RACHS-1 (Risk Adjustment in Congenital Heart Surgery): Explanation and clinical context
    The RACHS-1 method groups pediatric congenital heart surgical procedures into six categories (1–6) of increasing expected operative risk to allow comparisons of in-hospital mortality between case mixes, institutions, or time periods. RACHS-1 was developed by consensus using the Pediatric Cardiac Care Consortium (PCCC) dataset and subsequent publications provide procedure mapping tables and validation in independent cohorts. RACHS-1 is intended as a procedure-based categorical risk adjuster: the primary output is a category (1 through 6). It is not a patient-level continuous probability calculator by itself — observed mortality percentages for each category vary across cohorts, eras, and institutions; therefore use the category for benchmarking and case-mix adjustment rather than treating it as a single fixed predicted percent mortality.

    Clinical use notes: when multiple procedures are performed in the same operation, the RACHS-1 convention is to assign the highest applicable RACHS-1 category among the component procedures. The RACHS-1 classification excludes some specialty populations (e.g., adult transplant/ventricular assist device populations) and was intended for pediatric congenital cardiac surgical cohorts. For exact mapping and exhaustive lists of procedure codes and their RACHS assignments consult the original RACHS-1 procedure table and subsequent validation papers; local adaptations (e.g., RACHS-ANZ, STAT/STS models) exist and are used in modern benchmarking when additional predictors are desired.

    Reference: Jenkins KJ et al., the RACHS-1 development papers and descriptions; validation/compilation tables and cohort analyses (selected): Jenkins KJ (RACHS-1 method), Welke KF et al. (procedure table / cohort analysis), Boethig D et al. and later validation studies. For the original method and the procedure mapping table see Jenkins et al. (2002) and the RACHS-1 method paper.

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