Revised Trauma Score Calculator
Calculate the Revised Trauma Score from GCS, systolic BP, and respiratory rate. Enter values for instant results with step-by-step formulas.
Reviewed for accuracy by Rahul Singh, Health & Wellness Specialist
Medical disclaimer: This calculator is provided for educational and informational purposes only and does not constitute medical advice, diagnosis, or treatment. Results are general estimates and may not reflect your individual circumstances. Always consult a qualified healthcare professional before making decisions about your health.
Revised Trauma Score Calculator
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Formula: RTS = 0.9368 x GCS_code + 0.7326 x SBP_code + 0.2908 x RR_code
Worked example โ RTS = 7.8408 | T-RTS = 12 | Survival: 98.8% | Minor Trauma
Formula
RTS = 0.9368 x GCS_code + 0.7326 x SBP_code + 0.2908 x RR_code
Each physiological parameter (GCS, systolic BP, respiratory rate) is coded on a 0-4 scale, then multiplied by empirically derived weighting coefficients. GCS has the highest weight (0.9368) as the strongest survival predictor. Maximum RTS is 7.8408.
Worked Examples
Example 1: Alert Trauma Patient with Normal Vitals
Problem:A motorcycle crash patient presents with GCS 15, systolic BP 120 mmHg, and respiratory rate 16/min. Calculate the RTS.
Solution:GCS 15 -> Code 4 (13-15 range) SBP 120 -> Code 4 (>89 range) RR 16 -> Code 4 (10-29 range) RTS = 0.9368(4) + 0.7326(4) + 0.2908(4) RTS = 3.7472 + 2.9304 + 1.1632 = 7.8408 T-RTS = 4 + 4 + 4 = 12 Survival (blunt) = 98.8%
Result:RTS = 7.8408 | T-RTS = 12 | Survival: 98.8% | Minor Trauma
Example 2: Severely Injured Patient
Problem:A stabbing victim has GCS 8, systolic BP 70 mmHg, and respiratory rate 32/min. Calculate RTS and survival probability.
Solution:GCS 8 -> Code 2 (6-8 range) SBP 70 -> Code 2 (50-75 range) RR 32 -> Code 3 (>29 range) RTS = 0.9368(2) + 0.7326(2) + 0.2908(3) RTS = 1.8736 + 1.4652 + 0.8724 = 4.2112 T-RTS = 2 + 2 + 3 = 7 Survival (penetrating) = 84.6%
Result:RTS = 4.2112 | T-RTS = 7 | Survival (penetrating): 84.6% | Moderate Trauma
Frequently Asked Questions
What is the Revised Trauma Score and how is it calculated?
The Revised Trauma Score (RTS) is a physiological scoring system used in trauma care to assess injury severity and predict survival probability. It was developed by Champion et al. in 1989 as a refinement of the original Trauma Score. The RTS uses three physiological parameters: Glasgow Coma Scale (GCS), systolic blood pressure (SBP), and respiratory rate (RR). Each parameter is coded on a scale of 0 to 4, then weighted: RTS = 0.9368 x GCS_code + 0.7326 x SBP_code + 0.2908 x RR_code. The maximum RTS is 7.8408, indicating minimal physiological derangement. The weighting reflects the relative importance of each parameter in predicting survival, with GCS carrying the greatest weight.
What is the difference between RTS and Triage-RTS (T-RTS)?
The Triage-RTS (T-RTS) is a simplified version of the full RTS designed for rapid field assessment by emergency medical services. T-RTS simply sums the three coded values without applying the weighted coefficients, resulting in a score from 0 to 12 rather than 0 to 7.8408. This makes mental calculation feasible in the chaotic prehospital environment. T-RTS scores are used to guide triage decisions: 12 indicates minor injuries, 11 indicates delayed priority, scores of 3 to 10 indicate immediate priority, and scores below 3 suggest expectant or deceased status. While less precise than the weighted RTS for survival prediction, T-RTS is invaluable for rapid mass casualty triage where speed of assessment is critical.
How does the Glasgow Coma Scale (GCS) component work in the RTS?
The Glasgow Coma Scale ranges from 3 (deep coma or brain death) to 15 (fully alert and oriented). For the RTS calculation, the GCS score is recoded into a 0 to 4 scale: GCS 13-15 receives a code of 4, GCS 9-12 receives 3, GCS 6-8 receives 2, GCS 4-5 receives 1, and GCS 3 receives 0. The GCS code is then multiplied by the highest weighting factor (0.9368), reflecting that neurological status is the most powerful predictor of trauma survival. This heavy weighting means that even patients with stable vital signs but severely depressed consciousness will receive lower RTS scores, appropriately flagging them for urgent evaluation and treatment.
How is the RTS used to estimate survival probability?
The RTS can estimate survival probability using logistic regression models, particularly as part of the TRISS methodology (Trauma and Injury Severity Score). The survival probability Ps = 1 / (1 + e^(-b)), where b = b0 + b1 x RTS. The coefficients differ by trauma mechanism: for blunt trauma, b0 = -3.5718 and b1 = 0.8368; for penetrating trauma, b0 = -1.1570 and b1 = 0.6154. A patient with maximum RTS (7.8408) from blunt trauma has an estimated survival probability of approximately 98.8 percent. When combined with the Injury Severity Score (ISS) and patient age in the full TRISS model, prediction accuracy improves significantly, achieving correct classification in approximately 95 percent of cases.
What are the limitations of the Revised Trauma Score?
The RTS has several recognized limitations. It relies solely on physiological parameters measured at a single point in time and does not account for anatomical injury patterns, patient age, or comorbid conditions. Intubated and sedated patients cannot provide accurate GCS assessments, potentially artificially lowering their scores. The RTS may underestimate injury severity in young athletic patients who can maintain vital signs despite significant hemorrhage through compensatory mechanisms. It does not capture evolving clinical trajectories or response to resuscitation. The original coefficients were derived from 1980s trauma data and may not perfectly reflect modern trauma care outcomes. Despite these limitations, the RTS remains widely used because of its simplicity, speed of calculation, and validation across large international trauma databases.
References
Background & Theory
History
Reviewed for accuracy by Rahul Singh, Health & Wellness Specialist ยท Editorial policy
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