62 research outputs found

    Planck early results. VI. The High Frequency Instrument data processing

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    We describe the processing of the 336 billion raw data samples from the High Frequency Instrument (HFI) which we performed to produce six temperature maps from the first 295 days of Planck-HFI survey data. These maps provide an accurate rendition of the sky emission at 100, 143, 217, 353, 545 and 857GHz with an angular resolution ranging from 9.9 to 4.4 . The white noise level is around 1.5 μK degree or less in the 3 main CMB channels (100–217 GHz). The photometric accuracy is better than 2% at frequencies between 100 and 353 GHz and around 7% at the two highest frequencies. The maps created by the HFI Data Processing Centre reach our goals in terms of sensitivity, resolution, and photometric accuracy. They are already sufficiently accurate and well-characterised to allow scientific analyses which are presented in an accompanying series of early papers. At this stage, HFI data appears to be of high quality and we expect that with further refinements of the data processing we should be able to achieve, or exceed, the science goals of the Planck project

    The Effect of Algorithm Form on Deformation and Instability in Tension

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    Equilibrium and flow equations have been developed for limited boundary conditions to describe deformation and localisation in tension. These equations have been used to study the influence of algorithmic form on deformation response for four simple algorithms. It is shown that the structure of the algorithm can have a profound effect on the extent and rate of localisation. These results from analytical solutions are compared to those from computer modelling of similar problems and the agreement is shown to be extremely good over the whole range

    A wide range constitutive equation for medium and high strength steel

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    A Constitutive Equation has been determined for a medium strength steel and has been shown to have identical form to the modified Armstrong Zerilli equation used for iron. The strengthening mechanism in steel appears to act through a constant which is subject to thermal softening through the shear modulus but the part of the model describing thermally activated processes remains almost identical to that observed in iron. These observations suggest the possibility of using this equation as a generic form for a wide class of steels in which the determination of coefficients is simplified considerably

    Simulations of semi-infinite penetration

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    Idealised materials deformation models have been used in conjunction with an analytical approach to study the penetration of kinetic energy penetrators into semi-infiinite targets. Numerical simulations were carried out using the DERA cAst Euler hydrocode. Deformation models used a modified form of the Armstrong-Zerilli bcc form [1, 2]. The projectile model included the physical and equation of state properties for a dense alloy with deformation defined by incorporating idealised constants in the model. It was shown that there is little variation in penetration depth within the range of properties likely to be achievable in practice. High strain rate sensitivity produces very high transient strength which provides essentially rigid body penetration. Equivalent performance was difficult to achieve by increasing the static strength alone because of the thermal softening contribution. In contrast thermal softening, of the right type, allows the curvature and constraint in the penetrator nose to produce a small head in a different way. In this case the strength of deformed material is decreased significantly alloywing the head to curve around sharply, creating only a small diameter cavity in the target
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