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At the second step, the adjoint approach is used to compute the second order sensitivities.
Since this algorithm requires obtaining first order sensitivities, it can be considered as a new gradient method.
The first order and total order sensitivities were very similar for complexity Levels 3, 4, and 5.
Analytical first and second order sensitivities of the Floquet matrix and its eigenvalues (multipliers) are presented in this paper.
This paper presents an approach using micromechanics differential schemes to compute the effective properties of composite materials and their first order sensitivities.
In this work, an approach for the forward integration of first and second order sensitivities for dynamic simulation and optimization problems is presented.
Similar(41)
The first order sensitivity logarithmic functions are used to tune the conventional absorber and the parametric absorber.
Thus, the authors have developed first order Taylor expansions and the first order sensitivity analysis involved in order to reduce the CPU time required.
The first order sensitivity analysis of parametric periodic systems in the time domain is applied to obtain logarithmic sensitivity functions in the frequency domain.
Moreover, the dependence of robust stability on the fractional order perturbation is analyzed by calculating the order sensitivity of characteristic polynomials.
A first order sensitivity matrix relates natural frequency changes in both the open- and closed-loop systems to damage variables and is evaluated from an analytic model.
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