715 research outputs found

    The Wrath of Roth

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    The Optimal Precision of Administrative Rules

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    Regulating the Regulators

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    Sound Governance and Sound Law

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    A Review of Administrative Law: Rethinking Judicial Control of Bureaucracy by Christopher F. Edley, Jr

    Statutory Interpretation In the Administrative State

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    Statutory Interpretation In the Administrative State

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    Genophobia: What Is Wrong with Genetic Discrimination

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    Genophobia: What Is Wrong with Genetic Discrimination

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    Gas-plasma compressional wave coupling by momentum transfer

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    Pressure disturbances in a gas-plasma mixed fluid will result in a hybrid response, with magnetosonic plasma waves coupled to acoustic waves in the neutral gas. In the analytical and numerical treatment presented here, we demonstrate the evolution of the total fluid medium response under a variety of conditions, with the gas-plasma linkage achieved by additional coupling terms in the momentum equations of each species. The significance of this treatment lies in the consideration of density perturbations in such fluids: there is no 'pure' mode response, only a collective one in which elements of the characteristics of each component are present. For example, an initially isotropic gas sound wave can trigger an anisotropic magnetic response in the plasma, with the character of each being blended in the global evolution. Hence sound waves do not remain wholly isotropic, and magnetic responses are less constrained by pure magnetoplasma dynamics

    Relativistic Landau damping of longitudinal waves in isotropic pair plasmas

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    Landau damping is described in relativistic electron-positron plasmas. Relativistic electron-positron plasma theory contains important new effects when compared with classical plasmas. For example, there are undamped superluminal wave modes arising from both a continuous and discrete mode structure, the former even in the classical limit. We present here a comprehensive analytical treatment of the general case resulting in a compact and useful form for the dispersion relation. The classical pair-plasma case is addressed, for completeness, in an appendix
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