On geometric properties of the Estabrook- Wahlquist function chain
Relationship of geometric surface properties to solutions of ordinary differential equation systems
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Relationship of geometric surface properties to solutions of ordinary differential equation systems
Geometric efficiency of electroformed paraboloidal nickel solar energy concentrator calculated from optical ray trace data
Metallurgical and geometrical factors affecting high temperature tensile properties of discontinuous tungsten fiber reinforced composites
In this paper they present a methodology to detect large geometrical structures from Interferometric Synthetic Aperture Radar (InSAR) measurements.
The theoretical concept, underlying the design of the Multi-angle Imaging SpectroRadiometer (MISR) inflight geometric calibration is the subject of this paper.
Revisit the Gallager and van Voorhis optimal source coding scheme for geometrically distributed non-negative integer alphabets and show that the various subcodes in the popular Rice algorithm can be derived from the Gallager and van Voorhis code.
The presentation stressed the importance of a pre-launch test plan and a post-launch CalVal plan in the geometric aspects of instrument focal length, spatial responses, band-to-band registration, pointing, geolocation and long-term monitoring.
Non-geometric hazards (i.e., those which cannot be characterized solely by their shape, but instead are related to mechanical properties such as strength and friction) may pose a significant risk to planetary rovers. This paper describes a means for an articulated vehicle to detect sinkage and slippage in such material so as to prevent entrapment and to correct for dead-reckoning errors.
Aluminum honeycomb cores have been used extensively in composite sandwich panels due to having high bending rigidity while maintaining low density. During manufacturing of the aluminum honeycomb, the thin metal walls are susceptible to imperfections that deviate from an ideal honeycomb shape. Computational tools to quantify imperfections and investigate their effects on quasi-static compression and impact response can inform design criteria to construct safer and lighter launch vehicle structures. This paper presents the results of a study on finite element modeling of metallic honeycomb cores (HCC) with geometric imperfections measured using X-ray Computer Tomography (CT), to predict the compression response. Finite element (FE) models are constructed with measured imperfections with appropriate boundary conditions. It is shown that the average behavior of larger 10x11 cell models can be predicted by sampling single cell models from the larger domain. Amplification of imperfections for cells at the center of sampled specimens are mode switched from the larger out-of-plane imperfection to the mode shape of the adjacent cells resulting in strengthening of the center specimens.
Geometric attenuation of hydromagnetic waves in the earths atmosphere
Influence of geometric attenuation of hydro- magnetic waves on sudden commencement of magnetic storms
Geometrical properties of antipole for heavy, nonsymmetrical body moving around stationary point
Geometric and photometric parameters of mercury, venus and mars
Geometric factors for planetary thermal and reflected radiation on spinning and nonspinning spacecraft
Sandy clay response under vertical impact of cone, plate, and plane geometric shapes
Errors from geometric approximations of three computational models for space vehicle electron dose prediction
Structural identification of geometric isomer of tetrameric phenylphosphonitrilic chloride via IR SPECTROSCOPY and proton nuclear magnetic resonance
Linear PAM regulator minimum energy design by geometric interpretation and graphical solution