1983
DOI: 10.1088/0029-5515/23/8/011
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Energy gain of D-T targets for inertial confinement fusion

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Cited by 14 publications
(7 citation statements)
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References 11 publications
(31 reference statements)
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“…In contrast with the analytic gain models for ICF targets published earlier, we have employed a self-similar solution of hydrodynamic equations to approximate the dynamical behaviour of the DT fuel near the time of ignition. This solution provides a suitable parametric description of spark ignited fuel configurations which is more accurate than the previous schemes based on either the isochoric [5, 61 or isobaric [7,8,111 approximations. We use this parametrization to examine the behaviour of the gain curves constructed for fixed values of the cold fuel entropy parameter a and implosion velocity Ui,, and to derive the scaling of the ignition threshold Emin with a and Ui,, and of the limiting fuel gain G; with E (E is the energy invested in the DT fuel).…”
Section: Discussionmentioning
confidence: 99%
“…In contrast with the analytic gain models for ICF targets published earlier, we have employed a self-similar solution of hydrodynamic equations to approximate the dynamical behaviour of the DT fuel near the time of ignition. This solution provides a suitable parametric description of spark ignited fuel configurations which is more accurate than the previous schemes based on either the isochoric [5, 61 or isobaric [7,8,111 approximations. We use this parametrization to examine the behaviour of the gain curves constructed for fixed values of the cold fuel entropy parameter a and implosion velocity Ui,, and to derive the scaling of the ignition threshold Emin with a and Ui,, and of the limiting fuel gain G; with E (E is the energy invested in the DT fuel).…”
Section: Discussionmentioning
confidence: 99%
“…We find that IFE relevant gains (G F 1000) require fuel energy in excess of about 50 kJ and mass larger than about 0.5 mg. The pressure on the optimal gain curve is [22] p = 240 α 1/5 m −8/15 mg Gbar (13) where m mg is the fuel mass in milligrams, which shows that the smaller the fuel mass (and hence the driver energy), the higher is the fuel pressure. Analogous considerations apply to the specific energy and the density.…”
Section: Inertial Fusion: Principles and Requirementsmentioning
confidence: 99%
“…Figure 4. Fuel energy gain against fuel energy for two values of the isentrope parameter α and several fuel masses, computed from the isobaric fuel gain model[21,22]. IFE conditions are represented by the grey area indicated as operating window.…”
mentioning
confidence: 99%
“…The design of an ICF target requires complicated calculations involving issues like thermo-and hydrodynamics of fluids, plasma properties from the range of coronal plasma to very dense and very hot plasmas, transport of radiation in these plasmas and beam target coupling mechanisms, etc. To circumvent these difficulties, simple analytical models [9][10][11][12] have been formulated to estimate the driver energy requirement. The primary quantity calculated in these models is the target gain G:…”
Section: Driver Energy Reductionmentioning
confidence: 99%