184,560 research outputs found

    The origins of SOE in France

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    This article explores the official motivation behind the authorization in 1960 of research into the activities of the Special Operations Executive (SOE) during the Second World War by M. R. D. Foot, leading to the publication of SOE in France in 1966. The work has traditionally been viewed as the official response to critical investigative works on SOE published during the 1950s, combined with the vocal campaign of Dame Irene Ward, who made several calls in the House of Commons for an official account of SOE to be published. Material now available at the Public Record Office reveals that these were not the sole considerations in official minds, nor the most significant, concerning the possibility of publishing such a work. The foreign office was particularly concerned that Britain's contribution to wartime resistance in Europe, exemplified by SOE, was being overshadowed by both soviet propoganda, emphasizing the communist contribution to resistance, and the publicity being given to SOE's American counterpart, the Office of Strategic Services (OSS). The ‘campaign’ of Dame Irene Ward, supported by the negative slant given to SOE in the books of Jean Overton Fuller and Elizabeth Nicholas, unknowingly gave support to a frame of mind that was already in existence in favour of an unofficial account of SOE activity, albeit for different reasons

    Modelling of a microstrip patch antenna using a hybrid FDTD/PEEC method

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    Stability analysis of two-temperature radiative shocks; formulation, eigenfunctions, luminosity response and boundary conditions

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    We present a general formulation for stability analyses of radiative shocks with multiple cooling processes, longitudinal and transverse perturbations, and unequal electron and ion temperatures. Using the accretion shocks of magnetic cataclysmic variables as an illustrative application, we investigate the shock instabilities by examining the eigenfunctions of the perturbed hydrodynamic variables. We also investigate the effects of varying the condition at the lower boundary of the post-shock flow from a zero-velocity fixed wall to several alternative types of boundaries involving the perturbed hydrodynamic variables, and the variations of the emission from the post-shock flow under different modes of oscillations. We found that the stability properties for flow with a stationary-wall lower boundary are not significantly affected by perturbing the lower boundary condition, and they are determined mainly by the energy-transport processes. Moreover, there is no obvious correlation between the amplitude or phase of the luminosity response and the stability properties of the system. Stability of the system can, however, be modified in the presence of transverse perturbation. The luminosity responses are also altered by transverse perturbation

    Hall cascades versus instabilities in neutron star magnetic fields

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    Context. The Hall effect is an important nonlinear mechanism affecting the evolution of magnetic fields in neutron stars. Studies of the governing equation, both theoretical and numerical, have shown that the Hall effect proceeds in a turbulent cascade of energy from large to small scales. Aims. We investigate the small-scale Hall instability conjectured to exist from the linear stability analysis of Rheinhardt and Geppert. Methods. Identical linear stability analyses are performed to find a suitable background field to model Rheinhardt and Geppert’s ideas. The nonlinear evolution of this field is then modelled using a three-dimensional pseudospectral numerical MHD code. Combined with the background field, energy was injected at the ten specific eigenmodes with the greatest positive eigenvalues as inferred by the linear stability analysis. Results. Energy is transferred to different scales in the system, but not into small scales to any extent that could be interpreted as a Hall instability. Any instabilities are overwhelmed by a late-onset turbulent Hall cascade, initially avoided by the choice of background field, but soon generated by nonlinear interactions between the growing eigenmodes. The Hall cascade is shown here, and by several authors elsewhere, to be the dominant mechanism in this system
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