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Riemann's Contribution to Flight and Laser Fusion

Riemann's Contribution to Flight and Laser Fusion

Riemann's Contribution to Flight and Laser Fusion

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The Principles of <strong>Laser</strong> <strong>Fusion</strong> Target DesignThe laser fusion targets used <strong>to</strong>dayare built so that the fuel doesnot actually absorb the laser light.Instead, there is a two-stage processof radiation absorption that transfersthe laser energy <strong>to</strong> the pellet.Initially, the laser light illuminatesthe outside of the pellet; the energymust be absorbed as efficiently aspossible at this point. However, thisenergy is relatively low grade (highentropy) <strong>and</strong> not suited forcompression of the fuel itself.Therefore, a second layer of thetarget is used <strong>to</strong> convert this laserenergy in<strong>to</strong> soft X-rays that thenactually implode the fuel.This arrangement solves severalproblems inherent in the laser fusionprocess: It provides a highlyisotropic <strong>and</strong> uniform deposition ofenergy on the fuel, <strong>and</strong> it is a highlyefficient converter of electromagneticenergy <strong>to</strong> the hydrodynamicenergy of compression.The target designs using this intermediatestage of an equilibriumspectrum of X-rays (blackbody radiationtargets, also called holsraumtargets) are classified, but it is publiclyknown that the generation ofan intermediate X-ray spectrum isused in advanced target design. Thisidea was originated outside the nationallabora<strong>to</strong>ries by Dr. FriedwardtWinterberg, <strong>and</strong> is describedin <strong>Fusion</strong>, Jan. 1981.This fact solves the mystery of theconstruction of the Shiva targetchamber illumination (see page 25)in which, in spite of the laser fusioncommunity's prolix comments onthe necessity of spherical depositionof energy on the target, uses ahighly anisotropic geometry forlaser illumination of the target. Itseems likely that a cylindrical targetis used <strong>to</strong> maximize the conversionof the laser light in<strong>to</strong> X-radiation<strong>and</strong> that then this X-radiation iscontained inside the target shells,heating <strong>and</strong> compressing the fuelat the center of the pellet.Note that this principle is almostidentical <strong>to</strong> that used in the constructionof the hydrogen bomb,where the laser driver is replacedby a fission explosion whose radiativeenergy is converted <strong>to</strong> X-radiationusing a metallically dopedfoam or multifoil configuration.A small part of this informationwas declassified in fall 1980 whenthe Department of Energy publiclyacknowledged the role of soft X-rays <strong>and</strong> radiation in conversion inthe design of advanced targets forinertial confinement fusion. (This isreported in the April 1981 <strong>Fusion</strong>.)fuse), a simple calculation shows that for ignition <strong>to</strong> occuron time scales less than the inertial disassembly time (thetime it takes the pellet of fuel <strong>to</strong> explode), the density ofthe fuel must be greater than 10 26 particles per cubiccentimeter. That is, at the point that it ignites, the fuelmust be at a density approximately 1,000 times liquiddensity.This means that the driver energy must simultaneouslyprovide the ignition energy for the fusion reaction <strong>and</strong>compress the fuel <strong>to</strong> the high density. The overall efficiencyof the ignition process, then, is the product ofthree efficiencies, the efficiency of the conversion ofelectrical energy in<strong>to</strong> laser light, E,, the efficiency ofconversion of laser energy in<strong>to</strong> pellet energy (basically, afac<strong>to</strong>r of the absorption of light in the pellet), E r , <strong>and</strong> theefficiency with which the absorbed energy is used forcreation of the conditions for ignition of the fuel, E h . (Seebox on laser fusion targets.)Of most immediate concern is this last efficiency, E h , orthe efficiency of the hydrodynamic processes used <strong>to</strong>convert the absorbed laser energy in<strong>to</strong> compression ofthe pellet. The physics of this energy transfer revolvesaround the physics of the shock wave created by theabsorbed radiation. This is the shock wave that performsthe actual compression. To determine the properties ofthis shock compression, Nuckolls <strong>and</strong> Wood used thefollowing argument:(1) To be ignited, the fuel must be at a density of 600grams per cubic centimeter throughout the entire mass offuel.(2) The most efficient compression of this fuel will occurif the fuel can be maintained in its Fermi degenerate state.24 FUSION Oc<strong>to</strong>ber-November 1981

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