41,645 research outputs found

    Radiation environment for rendezvous and docking with nuclear rockets

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    Radiation environment data for the NERVA engine are provided which may be utilized in estimating radiation exposures associated with various space maneuvers. Spatial distributions of neutron and gamma tissue kerma rates produced during full thrust operation of the engine are presented. Final rendezvous with an orbiting space station would be achieved subsequent to full thrust operation during a period of 10 or more hours duration in which impulse is delivered by the propellant used for removal of decay heat. Consequently, post operation radiation levels are of prime importance in estimating space station exposures. Maps of gamma kerma rates around the engine are provided for decay times of 4 and 24 hours after a representative firing. Typical decay curves illustrating the dependence of post operation kerma rates on decay time and operating history are included. Examples of the kerma distributions around the engine which result from integration over specific exposure periods are shown

    Shock tube instrumentation techniques for study of hypervelocity entry problems

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    Shock tube instrumentation methods for convective heat transfer study and radiative properties of high temperature gas at conditions simulating hypervelocity entr

    Classification and reduction of pilot error

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    Human error is a primary or contributing factor in about two-thirds of commercial aviation accidents worldwide. With the ultimate goal of reducing pilot error accidents, this contract effort is aimed at understanding the factors underlying error events and reducing the probability of certain types of errors by modifying underlying factors such as flight deck design and procedures. A review of the literature relevant to error classification was conducted. Classification includes categorizing types of errors, the information processing mechanisms and factors underlying them, and identifying factor-mechanism-error relationships. The classification scheme developed by Jens Rasmussen was adopted because it provided a comprehensive yet basic error classification shell or structure that could easily accommodate addition of details on domain-specific factors. For these purposes, factors specific to the aviation environment were incorporated. Hypotheses concerning the relationship of a small number of underlying factors, information processing mechanisms, and error types types identified in the classification scheme were formulated. ASRS data were reviewed and a simulation experiment was performed to evaluate and quantify the hypotheses

    Multiregional Methods for Subnational Population Projections

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    Most projections of urban and rural populations are generated by models that are fundamentally nonspatial and uniregional in character. Migration streams are treated as net flows, and urban and rural populations are projected independently of each other. This paper argues for a multiregional spatial perspective that incorporates directional gross migration flows. Differences between the two approaches are identified and problems of bias and inconsistency are discussed

    Multistate Population Projections

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    This paper develops a procedure for carrying out multiregional population projections disaggregated by region of birth. Two classes of projections are developed: "native-independent" projections that assign to all residents of a region identical probabilities of transition and "native-dependent" projections that further disaggregate such probabilities by region of birth. The results underscore the importance of incorporating place-of-birth-specific information in demographic analysis

    A Feynman-Kac Formula for Anticommuting Brownian Motion

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    Motivated by application to quantum physics, anticommuting analogues of Wiener measure and Brownian motion are constructed. The corresponding Ito integrals are defined and the existence and uniqueness of solutions to a class of stochastic differential equations is established. This machinery is used to provide a Feynman-Kac formula for a class of Hamiltonians. Several specific examples are considered.Comment: 21 page
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