Assuming a moving disk source distribution, the Riemann method and Gegenbauer's addition theorem in a mixed coordinate-space-phase-space formulation have been used to derive a zeroth-order Bessel-Gauss-pulse solution to the inhomogeneous wave equation. In the region where tau 2>or approximately= rho eff2+z2, the total solution can be separated into a wave that attenuates quickly and a Bessel-Gauss pulse that exists only after a certain time and continues for long times. In the region where z22eff2+z2, only a short-time solution exists.


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    Title :

    Generation of a Bessel-Gauss pulse from a moving disk source distribution


    Contributors:


    Publication date :

    1997


    Size :

    5 Seiten, 19 Quellen




    Type of media :

    Article (Journal)


    Type of material :

    Print


    Language :

    English




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