CS-Cal - Result-Summary

CS-Cal performs two fits:

Linear model:

SF = eα*Dose

In Radiology, this is the expected model for irradiation with HIGH Linear Energy Tranfer (LET) radiation/particles (e.g. Corbon/Oxygen ions).

 

Linear quadratic model:

SF = eα*Dose + β*Dose2

In Radiology, this is the expected model for LOW Linear Energy Transfer (LET) irradiation (e.g. X-rays from Co60, Linear accelerators, ...).
Typically α and β are negative numbers.

 

In the Results summary tab you can see the parameters for the selected model:/p>

SF(0) Surviving Fraction computed with the corresponding regression model at dose=0
α Coefficient of the "linear" component in the regression model
β Coefficient of the "quadratic" component in the regression model
(in the "linaer" model b=0 by definition)
MSE Mean Square Error = Sum of quadratic deviations between experimental data and regression model.
As smaller MSE as better describes the model measured experimental data.
MAE Mean Absolute Error = Sum of absolute deviations.
Effect=>Dose Computed dose required to generate a certain SF effect:
0.900 The "dose" at which Surviving Fraction falls down to 90%
For the linear-quadratic model two values are listed.
Normally only one is meanigful.
0.500 The "dose" at which Surviving Fraction falls down to 50%
0.100 The "dose" at which Surviving Fraction falls down to 10%
.../td> ...
Dose=>Effect     Computed SF effect generated by a predefined dose.
0.500 Resulting SF
1.000 Resulting SF
2.000 Resulting SF
... ...

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