Search Results - "Schrage, D.P."

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  1. 1

    Optimal maintenance of a multi-unit system under dependencies by Sung, B., Schrage, D.P.

    “…A proposal for an alternative methodology to solve optimal maintenance problems is presented in this paper. Monte Carlo simulation and Response Surface…”
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    Conference Proceeding
  2. 2

    Marvin- Near Surface Methane Detection on Mars by Shrotri, K., Manyapu, K., Khalid, A., Faik Sumer, Y., Emre Gunduz, M., Schrage, D.P.

    Published in 2007 IEEE Aerospace Conference (01-03-2007)
    “…An unmanned aerial vehicle (UAV) for a methane detection mission on Mars has been conceptually designed for a science mission in support of the search for life…”
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    Conference Proceeding
  3. 3

    System reliability assessment using covariate theory by Wallace, J.M., Mavris, D.N., Schrage, D.P.

    “…A method is demonstrated that utilizes covariate theory to generate a multi-response component failure distribution as a function of pertinent operational…”
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    Conference Proceeding
  4. 4

    Software-enabled control for intelligent UAVs by Schrage, D.P., Vachtsevanos, G.

    “…Uninhabited aerial vehicles (UAVs) demands software architectures capable of distributed computing, plug-and-play of control algorithms, rapid real-time…”
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    Conference Proceeding
  5. 5

    New approaches to high speed civil transport multidisciplinary design and optimization by Zink, P.S., DeLaurentis, D.A., Hale, M.A., Volovoi, V.V., Schrage, D.P., Craig, J.I., Fulton, R.E., Mistree, F., Mavris, D.N., Wei Chen, Rohl, P.J., Lewis, K.E., Koch, P.N., Cesnik, C.E.S., Simpson, T.W.

    “…New approaches to multidisciplinary design optimization have been developed and demonstrated in a NASA Langley funded project to look at a particularly…”
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    Conference Proceeding
  6. 6

    Nonlinear adaptive control of a twin lift helicopter system by Mittal, M., Prasad, J.V.R., Schrage, D.P.

    Published in IEEE control systems (01-04-1991)
    “…The tracking control of a twin-lift helicopter system in the presence of parametric uncertainty is considered. A nonlinear model is used to describe the…”
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    Magazine Article
  7. 7

    A vector graph object-based modeling technique for complex physical systems by Cannon, K.R., Schrage, D.P., Sarathy, S.P., Shujaee, K.A.

    “…Traditional dynamic analyses do not allow for systematic and routine development of governing equations independent of the physical topology and constraints…”
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    Conference Proceeding