Burn·Wiki

Mortality prognostic scores in burns

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Summary

Summary — bedside~15 sec read
  • What it is: A family of admission-based scores predicting burn mortality from age, percent TBSA, full-thickness extent, and inhalation injury [3, 6, 27].
  • When performed: Applied soon after admission for risk stratification, family counseling, benchmarking, and research case-mix adjustment [3, 18].
  • Key steps: Sum or weight the predictor variables, convert to a probability via the score's logistic transform or threshold, then interpret against validated cohorts [6, 4].
  • Watch for: Scores discriminate well (AUC often >0.9) but frequently miscalibrate, overestimating mortality in modern and pediatric cohorts [10, 16].
Key Points
  • Recognize: Three admission predictors dominate every burn mortality model: age, percent TBSA burned, and inhalation injury [3]. → Assessment
  • Recognize: Full-thickness burn extent is an independent predictor of death and sepsis mortality beyond total burn size [27, 26]. → Assessment
  • Immediate action: The Baux score (age + %TBSA) and revised Baux (adding 17 points for inhalation injury) give a mortality estimate from mental arithmetic, without a calculator [6, 17]. → Classification
  • Watch for: The Abbreviated Burn Severity Index and Pediatric Baux overestimate mortality in children and in severely burned adults, signaling calibration failure [16, 31]. → Outcomes
  • Unresolved: Across validation cohorts the leading models discriminate similarly, and machine-learning models rarely beat logistic regression by a clinically meaningful margin [11, 34]. → Controversies and Evidence Gaps
  • Special populations: In the elderly, age and frailty predict mortality independently of TBSA, APACHE II, and comorbidity burden [32, 20]. → Special Considerations

Overview

Burn mortality is among the most predictable outcomes in surgery. From a handful of variables available at admission, clinicians can estimate the probability of death soon after injury on the basis of simple, objective clinical criteria. The earliest formal comparison, applied to more than three thousand consecutive admissions in Milwaukee, set Baux's rule against probit, discriminant, and logistic methods [1]. Decades of work since have refined the same core inputs into named composite scores used for triage, prognostic counseling, quality benchmarking, and case-mix adjustment in research [3, 18].

These tools share a common architecture. Each combines age and burn extent, with most adding inhalation injury and some adding physiologic or comorbidity data, then maps the combination to a mortality probability. They differ in how variables are weighted and whether the output is a simple sum, a points table, or a logistic transform. The practical consequence is that scores discriminate survivors from non-survivors well but calibrate poorly when applied outside their derivation population, a pattern that recurs across modern, pediatric, and resource-limited cohorts [10, 16, 40].

Pathophysiology

The predictive power of these scores reflects the biology of burn death. Larger burns, deeper full-thickness injury, inhalation injury, and older age each independently raise the risk of death [6, 27]. In a logistic model of post-burn death, age and percent burn contributed almost equally to mortality, and the presence of inhalation injury added risk equivalent to roughly 17 additional years of age or 17 percentage points of burn [6]. Full-thickness depth carries independent weight: overall burn size, inhalation injury, and full-thickness extent were the leading independent predictors of death from sepsis, in that order of importance [27]. Because these mechanisms are captured by variables measurable on the day of injury, mortality can be predicted soon after admission from simple, objective clinical criteria [3].

Classification

The composite scores in routine use are built on overlapping variable sets and validated head-to-head across many cohorts [12].

Baux and revised Baux scores

The classic Baux score sums age in years and percent body surface area burned; the original assertion was that values over 75 indicated a very poor prognosis [1]. Modern care has rendered the original predictions too pessimistic, prompting a revision [6]. The revised Baux score adds 17 points for the presence of inhalation injury, and its inverse logit transformation, provided by calculator or nomogram, yields a precise mortality probability while remaining simple enough for mental calculation [6, 7]. In a 27-year regional cohort the Baux score remained a valid indicator of mortality risk, with a Baux50 (the score at which predicted mortality is 50%) of 109.6 and a point of futility of 160 [17].

Abbreviated Burn Severity Index (ABSI)

The Abbreviated Burn Severity Index was an early quantitative index that proved superior to the Baux and modified Baux rules of thumb in predicting fatalities, while remaining nearly as easy to use [2]. It has functioned as a robust survival indicator in validation work: in one series, 11 of 12 patients with an ABSI of 7 or less survived and 9 of 11 with an ABSI of 9 or more died [36]. Borderline ABSI groups (scores 7-10) are where additional risk factors shift mortality predictions most [37].

Ryan score

The Ryan score reduces prognostication to three dichotomous risk factors: age greater than 60 years, more than 40% TBSA burned, and inhalation injury [3]. The derivation cohort showed that mortality rose stepwise with the number of factors present, predicting approximately 0.3%, 3%, 33%, and 90% mortality for zero, one, two, or three factors respectively [3].

BOBI (Belgian Outcome in Burn Injury)

The BOBI model assigns 0-4 points for burned surface area band, 0-3 points for age band, and 3 points for inhalation injury, for a 0-10 scale [4]. In its development and validation work the model predicted 40 deaths against 42 observed and achieved an area under the curve of 0.94 [4].

FLAMES and APACHE-based models

The FLAMES score (Fatality by Longevity, APACHE II score, Measured Extent of burn, and Sex) was derived from age, day-1 APACHE II score, partial- and full-thickness burn extent, and sex [5]. In its derivation cohort FLAMES reached an AUC of 0.97, exceeding APACHE II alone (0.91), and retained an AUC of 0.93 in validation [5]. APACHE II itself performs well even without burn-specific parameters in critically ill patients with moderate-to-severe burns [12]. The Sequential Organ Failure Assessment, a general dynamic organ-dysfunction score, was a valid instrument for predicting 30-day mortality in critically ill burn patients, with very good discrimination (AUC 96.4%) in one developing-country burn-ICU cohort [39].

Methodological landscape

A systematic review of composite prediction models published between 1949 and 2010 identified 45 studies but found that only 8 models met published methodological standards for construction and validation, including the modified Baux score, ABSI, the Ryan model, and BOBI [8].

Assessment

The variables that populate these scores are consistent across derivation studies. Age, total burn surface area, and inhalation injury are the dominant independent predictors of in-hospital mortality, with full-thickness extent and premorbid conditions adding further risk [38, 3]. A logistic model built on full-thickness burn size, age, age-squared, and inhalation injury captured the nonlinear effect of advancing age [26]. In nationwide and registry validations, sex, age, total burn area, full-thickness area, and inhalation injury were the recurring risk factors [10].

Discrimination is consistently strong. In a Japanese nationwide registry the Baux score, revised Baux, and ABSI all achieved AUROCs of approximately 0.94, and the Baux score emerged as an optimal model for that population [11]. A meta-analysis of 34 studies and 98,610 patients found the classic Baux, revised Baux, and FLAMES scores carried the highest discriminative power, with FLAMES exhibiting the single highest discriminative ability among the risk-assessment models studied [9]. Even so, a large validation of four burn-specific models found good discrimination (all AUC >0.89) but poor fit to observed mortality, with the models requiring a newly derived logistic equation to restore calibration [10]. External validation in an Indian tertiary cohort placed ABSI, revised Baux, and FLAMES in the fair-discrimination range (AUROC 0.71-0.75), with ABSI and revised Baux fitting the local population but FLAMES failing the Hosmer-Lemeshow test [13].

Machine-learning and biomarker-augmented models

Machine-learning approaches have a long history in this field, beginning with artificial neural networks that predicted survival with more than 98% accuracy in one early series [21], with a separate cohort reaching 90% training accuracy [22]. Contemporary models identify the same dominant features: full-thickness burns, age, and total burn surface area remain the most important predictors in machine-learning analyses, with red-cell distribution width emerging as an additional signal [24, 25]. A random-forest model for 90-day mortality after burn surgery reached an AUC of 0.922 [25]. In patients with burns of at least 50% TBSA, FLAMES retained the largest AUC (0.875) and a new nomogram built on age, %TBSA, full-thickness area, and blood lactate discriminated well across training and external-validation sets [14]. Biomarker-augmented prediction is an active area; in pediatric burns, the blood urea nitrogen-to-albumin ratio predicted in-hospital mortality with power similar to ABSI and the Pediatric Baux score [23]. Interpretive machine-learning models are now being developed for outcomes such as 60-day mortality in burn patients with suspected infection [33].

Special Considerations

In children, standard adult formulae behave differently. The ABSI and Pediatric Baux showed high discrimination (AUROC 0.83 and 0.85) in severely burned children but exceedingly overestimated mortality, indicating poor calibration [16]. Pediatric-specific scoring such as the Pediatric Risk of Mortality (PRISM) tracks observed mortality closely, and both PRISM and ABSI are predictive of mortality in severely burned children [29]. Total burn surface area is the most important predictor in pediatric burns, with female sex, deeper burns, positive wound cultures, and inhalation injury adding risk [28].

In the elderly, age and frailty carry independent prognostic weight. In a multicenter cohort, age was associated with three-month mortality independently of TBSA, APACHE II, and the Charlson Comorbidity Index, and patients aged 80 and older had significantly poorer outcomes irrespective of injury and critical-illness severity [32]. A frailty score on admission independently increased the risk of mortality (odds ratio 1.67) and of discharge to a skilled nursing facility (odds ratio 2.5) in elderly burn patients [20]. A frailty scoring system distinguished survivors from non-survivors in elderly burns admitted to high-dependency or intensive care, where survivors more often underwent surgical debridement [19].

In resource-limited settings, the scores require local recalibration. In a developing-country cohort the revised Baux score was more accurate than the classic Baux but was characterized as best reserved for adult and elderly prognostication in that setting [30]. Mortality rates in developing-country burn populations approach 34%, far above high-income benchmarks [39].

Outcomes

Score-based prognostication also frames population-level survival trends. The LA50, the burn size lethal to 50% of patients, has risen markedly with improved care and falls steeply with age: in one institutional series the LA50 was 76.4% TBSA in the 15-44 age cohort but only 30.8% in patients older than 65 [17]. In a contemporary multicenter elderly analysis the lethal dose for half of patients aged 80 and older was just 20.5% TBSA [32]. The standardized mortality ratio, computed by dividing observed deaths by deaths expected from ABSI, lets centers benchmark performance against case-mix; one national analysis reported a global SMR of 0.99 [18].

The scores predict death well but do not capture survivorship. Mortality prognostication scores did not predict long-term, health-related quality of life after burn injury: higher revised Baux and Ryan scores correlated weakly with worse one-year physical health but not mental health, and all models explained little of the variance in SF-12 scores [15].

Controversies and Evidence Gaps

Which score to use remains unsettled because, in head-to-head validation, the leading models discriminate similarly. In a Japanese registry the Baux, revised Baux, and ABSI scores all clustered around an AUROC of 0.94 with no clinically decisive separation [11]. Across multicenter validations the older models have delivered predictive performance comparable to the newer ones [12], and a six-model comparison in a developing-country burn population evaluated APACHE II, ABSI, BOBI, the Ryan model, revised Baux, and FLAMES head-to-head [35].

The dominant problem is calibration drift rather than discrimination. Modern care has rendered the original Baux predictions too pessimistic, and several scores overestimate mortality when applied to current populations, prompting repeated recalibration and modified-score derivations [6, 31]. The ABSI in particular has been shown to overestimate mortality in severely burned patients, leading to a modified, more accurate version that dropped sex as a predictor [31]. Some authors argue that former prediction scores are losing accuracy over time as survival improves [24].

The age-versus-burn-size weighting is also contested. The revised Baux derivation found age and percent burn contributed almost equally, but elderly-specific data show age and frailty predict death independently of TBSA and comorbidity indices, suggesting the linear additive weighting understates age in older patients [6, 32]. Finally, the promise of machine learning is unproven for this task: although some machine-learning methods performed marginally better than logistic regression, the differences were seldom statistically significant or clinically substantial, and established logistic models perform well against more complex alternatives [34].

References

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