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Massive Transfusion Protocol Predictive Modeling in the Modern Electronic Medical Record
William Shihao Lao1, Jessica L Poisson2, Cory J Vatsaas1
1From the Department of Surgery, Duke University Medical Center, Durham, NC.
A predictive model for massive transfusion protocol (MTP) activation was integrated into the electronic medical record (EMR). This model accurately predicted MTP activation and delivery, with performance improving over time.
Area of Science:
- Medical Informatics
- Trauma Surgery
- Emergency Medicine
Background:
- The Emory model was selected for integration into the hospital's EMR as a real-time clinical decision support tool for predicting massive transfusion protocol (MTP) activation.
- The model's continuous variable output facilitates periodic re-calibration to optimize sensitivity and specificity.
Purpose of the Study:
- To integrate a predictive model for MTP activation and delivery into the electronic medical record (EMR).
- To externally validate the model using prospectively gathered data and assess its accuracy and precision over time.
Main Methods:
- Prospectively collected data from trauma activations were used, inputting heart rate, systolic blood pressure, base excess (BE), and mechanism of injury into the EMR-integrated model.
- MTP delivery was defined as 6 units of packed red blood cells/6 hours (MTP1) or 10 units in 24 hours (MTP2).
- Receiver Operating Characteristic (ROC) and Precision-Recall (PR) curves were constructed at 6, 12, and 20 months to evaluate model performance.
Main Results:
- Data from 1162 patients were analyzed.
- Areas under the ROC curves for MTP activation, MTP1, and MTP2 delivery at 20 months were 0.831, 0.879, and 0.905, respectively (all P < 0.001).
- Areas under the PR curves at 20 months reached 0.371 for MTP activation, 0.339 for MTP1, and 0.355 for MTP2 delivery.
Conclusions:
- A predictive model for MTP activation and delivery was successfully integrated into the EMR and externally validated.
- The model demonstrated improved performance over time, with the continuous probability output allowing for optimization of sensitivity and specificity.
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