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Continuous sensitivity equation methods have been applied to a variety of applications ranging from optimal design, to fast algorithms in computational fluid dynamics to the quantification of uncertainty.
In this paper, we propose a high order continuous sensitivity analysis of the damping properties of viscoelastic composite plates according to their layers thicknesses.
This paper investigates the use of Continuous Sensitivity Equation (CSE) as the method to calculate the gradient of the inexact objective function in order to reduce numerical noise.
A Continuous Sensitivity Equation (CSE) method is presented for shape parameters in turbulent wall-bounded flows modeled with the standard k ϵ turbulence model with wall functions.
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A continuous Lagrangian sensitivity equation method (CLSEM) is presented as a cost effective alternative to the continuous (Eulerian) sensitivity equation method (CESEM) in the case of shape parameters.
For this purpose, the gradient directions are evaluated by using the continuous design sensitivity analysis in conjunction with the SCM.
Thus the smoothing parameter of Popovics Saenz concrete model has a considerable contribution to achieve continuous response sensitivity in concrete constitutive model.
The development of pass-through superconducting rock magnetometers (SRM) has enabled continuous high sensitivity measurement of remanent magnetizations of sediments (e.g., Dodson et al. 1974; Goree and Fuller 1976; Weeks et al. 1993), leading to rapid accumulation of high-resolution paleomagnetic and environmental magnetic records.
AUC for the analytic sample was 0.88, for the continuous score sensitivity was 66% and specificity was 89%.
Like for the continuous variables, sensitivity analyses were performed as LOCF (i.e., assuming no change in medication where information was missing).
Coding for the continuous attributes (sensitivity and specificity) was mean centred, while coding for the categorical attribute (type of preparation) used effects coding.
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