Browsing Research Articles, Interdisciplinary Center for Applied Mathematics (ICAM) by Title
Now showing items 113 of 13

a numerical study of periodic disturbances on twolayer Couette flaw
(AIP Publishing, 199812)The flow of two viscous liquids is investigated numerically with a volume of fluid scheme. The scheme incorporates a semiimplicit Stokes solver to enable computations at low Reynolds numbers, and a secondorder velocity ... 
comment on "a numerical study of periodic disturbances on twolayer couette flow" phys. fluids 10, 3056 (1998)
(AIP Publishing, 199910) 
Computing Functional Gains for Designing More EnergyEfficient Buildings Using a Model Reduction Framework
(MDPI, 20181123)We discuss developing efficient reducedorder models (ROM) for designing energyefficient buildings using computational fluid dynamics (CFD) simulations. This is often the first step in the reducethencontrol technique ... 
Inexact KleinmanNewton method for Riccati equations
(Siam Publications, 200903)In this paper we consider the numerical solution of the algebraic Riccati equation using Newton's method. We propose an inexact variant which allows one control the number of the inner iterates used in an iterative solver ... 
Issues related to leastsquares finite element methods for the stokes equations
(Siam Publications, 199810)Leastsquares finite element methods have become increasingly popular for the approximate solution of firstorder systems of partial differential equations. Here, after a brief review of some existing theories, a number ... 
Local improvements to reducedorder models using sensitivity analysis of the proper orthogonal decomposition
(Cambridge University Press, 200906)The proper orthogonal decomposition (POD) is the prevailing method for basis generation in the model reduction of fluids. A serious limitation of this method, however, is that it is empirical. In other words, this basis ... 
Mesh independence of KleinmanNewton iterations for Riccati equations in Hilbert space
(Siam Publications, 2008)In this paper we consider the convergence of the infinite dimensional version of the KleinmanNewton algorithm for solving the algebraic Riccati operator equation associated with the linear quadratic regulator problem in ... 
Model Reduction for DAEs with an Application to Flow Control
(SpringerVerlag Berlin, 20150101) 
A new wavelet family based on secondorder LTIsystems
(Sage Publications, 2016) 
On efficient solutions to the continuous sensitivity equation using automatic differentiation
(Siam Publications, 200006)Shape sensitivity analysis is a tool that provides quantitative information about the influence of shape parameter changes on the solution of a partial differential equation (PDE). These shape sensitivities are described ... 
On the LawrenceDoniach and Anisotropic GinzburgLandau models for layered superconductors
(Siam Publications, 199502)The authors consider two models, the LawrenceDoniach and the anisotropic GinzburgLandau models for layered superconductors such as the recently discovered hightemperature superconductors. A mathematical description of ... 
Shape Sensitivity Analysis in Flow Models Using a FiniteDifference Approach
(Hindawi Publishing Corporation, 2010)Reducedorder models have a number of practical engineering applications for unsteady flows that require either lowdimensional approximations for analysis and control or repeated simulation over a range of parameter values. ...