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The calculus is performed based on sensitivity equations, the practical tests results and the estimated values for different uncertainty sources.
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Furthermore, a discretization method based on sensitivity functions is proposed.
Based on Equation (33), Equation (30) can be obtained.
Our model is based on three coupled equations: Poisson's equation, continuity equation, and transport equation.
However the sensitivity of accelerometer results to corrections based on the equations reported here are likely to be fairly small given the sensitivity and specificity evidence around a sedentary threshold reported by Wong et al [ 37].
In this regard, Lorenz chaotic system based on differential equations achieved more recognition because of its fundamental sensitivity to initial conditions and easiness in use.
The derived mathematical model is based on ordinary differential equations and algebraic equations for equilibrium conditions.
Based on the equations of motion which consider mechanical and electromagnetic interactions of the motor, the sensitivity equations for the dynamic responses were derived by applying the direct differential method.
In addition, a simple sensitivity analysis designed to determine how the uncertainty of properties used for calculations based on the equations of state propagate thorough the model and affect the final results.
The sensitivity of the final results to missing data will be investigated using multiple imputation analysis based on chained equations and predictive mean matching.
The primary measure of interest was the area under the receiver operating curve (AUROC) as this reflects the overall discriminant ability of the risk prediction model; where this was not reported, we calculated balanced accuracy based on the following equation (sensitivity plus specificity) divided by two.
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