Description

Godwin and Wood developed equations for predicting mortality risk in patients with significant burns. The Baux score was modified by the addition of a factor for inhalation injury which improved its ability to predict mortality. The equations can help triage burn patients for more efficient use of resources. The authors are from Cape Town in South Africa and Norwich in England.


 

Patient selection:

(1) The age was 10 years of age or greater.

(2) The percent of body surface area with second and third degree burns > 30%.

 

Data used for equations:

(1) age in years

(2) percent body surface area with second and third degree burns (as number from 0 to 100)

(3) grade of inhalation injury (see previous section, above):

Inhalation Injury

Grade

none

0

mild

1

moderate

2

severe

3

 

Regression Equation

 

Z for regression equation =

= (-7.696) + (0.090 * (age in years)) + (0.078 * (percent BSA burned)) + (1.751 * (inhalation injury grade))

 

probability of mortality =

= EXP(Z) / (1 + Exp(Z))

 

Modified Baux Burn Score

 

modified burn score =

= (age) + (percent BSA burned) + (20 * (inhalation injury grade))

 

The correlation between burn score and mortality rate is given in Figure 6, page 61.

 

Equations matching score to mortality risk (derived in JMP) are:

 

Burn Score

Equation for Mortality Rate

0 to 72.99

(0.0001209 * ((score) ^ 2)) – (0.00924 * (score)) + 0.177

73 to 108

(0.019245 * (score)) – 1.28

> 108

(-0.000062 * ((score) ^ 2)) + (0.01926 * (score)) – 0.507

 

Limitation:

• In the middle linear range the scores vary from about 70 to 110 (40 point change) while mortality rate changes from 20-90% (70 point change). Thus a small change in score can have large effect on the mortality rate.

 


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