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    Local improvements to reduced-order models using sensitivity analysis of the proper orthogonal decomposition 

    Hay, A.; Borggaard, Jeffrey T.; Pelletier, D. (Cambridge University Press, 2009-06)
    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 ...
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    Large piezoresistivity phenomenon in SiCN-(La,Sr)MnO3 composites 

    Karmarkar, M.; Singh, G.; Shah, S.; Mahajan, Roop L.; Priya, Shashank (AIP Publishing, 2009-02-01)
    We present the results on SiCN-(La,Sr)MnO3 (LSMO) composites correlating the observed large piezoresistance behavior with the microstructural features and defect chemistry. Scanning electron microscopy characterization ...
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    Antibacterial efficacy of core-shell nanostructures encapsulating gentamicin against an in vivo intracellular Salmonella model 

    Ranjan, Ashish; Pothayee, Nikorn; Seleem, Mohammed N.; Tyler, Ronald D.; Brenseke, Bonnie; Sriranganathan, Nammalwar; Riffle, Judy S.; Kasimanickam, Ramanathan (Dove Medical Press, 2009-01-01)
    Pluronic based core-shell nanostructures encapsulating gentamicin were designed in this study. Block copolymers of (PAA(+/-)Na-b-(PEO-b-PPO-b-PEO)-b-PAA(+/-)Na) were blended with PAA(-) Na(+) and complexed with the ...
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    On efficient solutions to the continuous sensitivity equation using automatic differentiation 

    Borggaard, Jeffrey T.; Verma, A. (Siam Publications, 2000-06)
    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 ...
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    Inexact Kleinman-Newton method for Riccati equations 

    Feitzinger, F.; Hylla, T.; Sachs, E. W. (Siam Publications, 2009-03)
    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 ...
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    Mesh independence of Kleinman-Newton iterations for Riccati equations in Hilbert space 

    Burns, J. A.; Sachs, E. W.; Zietsman, L. (Siam Publications, 2008)
    In this paper we consider the convergence of the infinite dimensional version of the Kleinman-Newton algorithm for solving the algebraic Riccati operator equation associated with the linear quadratic regulator problem in ...
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    Piezoelectric and Magnetoelectric Thick Films for Fabricating Power Sources in Wireless Sensor Nodes 

    Priya, Shashank; Ryu, Jungho; Park, Chee-Sung; Oliver, Josiah; Choi, Jong-Jin; Park, Dong-Soo (MDPI, 2009-08-17)
    In this manuscript, we review the progress made in the synthesis of thick film-based piezoelectric and magnetoelectric structures for harvesting energy from mechanical vibrations and magnetic field. Piezoelectric compositions ...
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    A generalized rule for large piezoelectric response in perovskite oxide ceramics and its application for design of lead-free compositions 

    Ahn, Cheol-Woo; Maurya, Deepam; Park, Chee-Sung; Nahm, Sahn; Priya, Shashank (American Institute of Physics, 2009-06-01)
    We present a general rule for the perovskite oxide ceramics: "A large piezoelectric constant in ABO(3) perovskite ceramics can be obtained by tuning the weight ratio of A and B sites, WA/WB or WB/WA, to 3. Piezoelectric ...

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    Content Type
    Article - Refereed (8)
    Subjectmathematics, applied (3)Ceramics (2)kleinman-newton (2)riccati (2)0601 Biochemistry and Cell Biology (1)... View MoreDate Issued2009 (6)2008 (1)2000 (1)AuthorPriya, Shashank (3)Borggaard, Jeffrey T. (2)Park, Chee-Sung (2)Sachs, E. W. (2)Ahn, Cheol-Woo (1)... View MoreHas File(s)Yes (8)

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