1,169 research outputs found

    Computer program analyzes Buckling Of Shells Of Revolution with various wall construction, BOSOR

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    Computer program performs stability analyses for a wide class of shells without unduly restrictive approximations. The program uses numerical integration, finite difference of finite element techniques to solve with reasonable accuracy almost any buckling problem for shells exhibiting orthotropic behavior

    Buckling of shells of revolution with various wall constructions. Volume 1 - Numerical results

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    Numerical results of buckling of shells of revolution for computer progra

    Buckling of shells of revolution with various wall constructions. Volume 3 - User's manual for BOSOR

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    Computer program for analysis of shells of revolution with axisymmetric loadin

    Buckling of shells of revolution with various wall constructions. Volume 2 - Basic equations and method of solution

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    Basic equations and method of solution for computerized analysis of shells of revolution with axisymmetric collapse and nonsymmetric bifurcation buckling behavio

    Computer program for compressible laminar or turbulent nonsimilar boundary layers

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    Description of computer program for solving two dimensional and axisymmetric forms of compressible boundary layer equations for continuity, mean momentum, and mean total enthalp

    Downstream influence of swept slot injection in hypersonic turbulent flow

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    Results of an experimental and numerical investigation of tangential swept slot injection into a thick turbulent boundary layer at Mach 6 are presented. Film cooling effectiveness, skin friction, and flow structure downstream of the swept slot injection were investigated. The data were compared with that for unswept slots, and it was found that cooling effectiveness and skin friction reductions are not significantly affected by sweeping the slot

    Report of conference evaluation committee

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    A general classification is made of a number of approaches used for the prediction of turbulent shear flows. The sensitivity of these prediction methods to parameter values and initial data are discussed in terms of variable density, pressure fluctuation, gradient diffusion, low Reynolds number, and influence of geometry
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