@inbook{kang_yang_xu_chopra_2005, title={Integrating heterogeneous microarray data sources using correlation signatures}, volume={3615}, ISBN={3540279679}, booktitle={Data integration in the life sciences: Second international workshop, DILS 2005, San Diego, CA, USA, July 20-22, 2005: Proceedings}, publisher={Berlin; New York: Springer}, author={Kang, J. W. and Yang, J. O. and Xu, W. H. and Chopra, P.}, editor={B. Ludascher and Raschid, L.Editors}, year={2005}, pages={105–120} }
 @article{yang_rustogi_gupta_2003, title={Rocking stiffness of mounting arrangements in electrical cabinets and control panels}, volume={219}, ISSN={["0029-5493"]}, DOI={10.1016/S0029-5493(02)00279-0}, abstractNote={Several studies have shown that the consideration of a rigid body-rocking mode in a cabinet is necessary to evaluate accurate incabinet spectra. Observations from finite element analyses are used to study cabinet rocking behavior and to show that accurate representation of the boundary conditions at the cabinet base is essential in the evaluation of correct rocking mode. Simple formulations for evaluating the rocking stiffness are developed by conducting detailed analytical studies for three different types of cabinet mounting arrangements. Availability of these formulations enables incorporation of a cabinet rocking mode in the Ritz vector approach [Nucl. Eng. Des. 190 (1990) 225] for evaluating the cabinet dynamic properties in significant mode and for generating the incabinet response spectra.}, number={2}, journal={NUCLEAR ENGINEERING AND DESIGN}, author={Yang, JF and Rustogi, SK and Gupta, A}, year={2003}, month={Feb}, pages={127–141} }
 @article{gupta_yang_2002, title={Modified Ritz vector approach for dynamic properties of electrical cabinets and control panels}, volume={217}, ISSN={["0029-5493"]}, DOI={10.1016/S0029-5493(02)00133-4}, abstractNote={Often, the simple methods used for evaluating incabinet spectra needed in the seismic qualification of safety related electrical instruments ignore the dynamic characteristics of the electrical control panels and cabinets. Gupta et al. (Nucl. Eng. Des. 190 (1999a) 255) developed a Ritz vector approach for evaluating the dynamic properties of the cabinets and the incabinet spectra. This approach is based on the conclusions drawn from detailed finite element analyses of several cabinets. In the present paper, we illustrate the limitations of the originally proposed Ritz vector approach that were encountered during subsequent applications to actual cabinets. Modifications to the originally proposed formulations are presented and their accuracy evaluated by comparison of results for actual cabinets with the corresponding results obtained from finite element analyses. The modified Ritz vector approach can account for actual rotational constraints imparted by supporting structural members such as stiffeners. It can also be applied to bench board type cabinets in which instruments are mounted on plates or frames that are inclined to the global axes as well as to frames in which parallel frame members can vibrate in different vibration shapes due to differences in boundary conditions and non-uniform mass distribution.}, number={1-2}, journal={NUCLEAR ENGINEERING AND DESIGN}, author={Gupta, A and Yang, JF}, year={2002}, month={Aug}, pages={49–62} }
 @article{yang_gupta_2002, title={Ritz vector approach for static and dynamic analysis of plates with edge beams}, volume={253}, ISSN={["0022-460X"]}, DOI={10.1006/jsvi.2001.4047}, abstractNote={Abstract A Ritz vector approach is used to develop new formulations for evaluating the static and the dynamic characteristics of rectangular plates with edge beams. Unlike previous studies in which stiffness coefficients with specified distributions along the plate edges are used to represent the effect of edge restraints, the effect of elastic edge restraints is accounted for by including appropriate integrals for edge beams in the expressions for total kinetic and potential energies in a Rayleigh–Ritz approach. The effect of various types of boundary conditions at the beam ends is accounted for by considering the corresponding Ritz vectors. The contribution of beam mass to the total kinetic energy is also considered in the proposed approach. This effect has often been neglected in the previous studies but can be significant in some applications. The results obtained from the application of the proposed approach to a variety of examples are compared with the corresponding results obtained from the finite element analysis.}, number={2}, journal={JOURNAL OF SOUND AND VIBRATION}, author={Yang, J and Gupta, A}, year={2002}, month={May}, pages={373–388} }