The paper reviews options for structural design sensitivity analysis, including global finite
differences, continuum derivatives, discrete derivatives, and computational or automated …

Flow control and optimization is at once an old and a new subject of mathematical and
engineering interest. It has fascinated many great minds, among them those of Newton and …

Aeroelasticity is still dynamic, challenging, and a key part of cutting-edge airplane
technology. Emerging trends, as well as challenges and needs in the eld of airplane …

The Mad package described here facilitates the evaluation of first derivatives of
multidimensional functions that are defined by computer codes written in MATLAB. The …

The proper orthogonal decomposition (POD) is widely used to derive low-dimensional
models of large and complex systems. One of the main drawback of this method, however, is …

This work addresses the magnetoquasistatic approximation of Maxwell's equations with
uncertainties in material data, shape and current sources, originating, eg, from …

This paper studies the application of the continuous sensitivity equation method (CSEM) for
the Navier–Stokes equations in the particular case of shape parameters. Boundary …

We present a numerical study of the sensitivity of the grad-div stabilization parameter for
mixed finite element discretizations of incompressible flow problems. For incompressible …

In this article, we develop a general formulation of the continuous sensitivity equation
method that accounts for a complex parameter dependence in both flow variables and …

This paper presents the application of the continuous sensitivity equation method (CSEM) to
fast evaluation of nearby flows and to uncertainty analysis for shape parameters. The flow …