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Energy gain of a thin DT shell target in inertial confinement fusion

机译:惯性约束聚变中薄DT壳目标的能量增益

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Estimation of maximum possible energy gain for a given energy of driver has always become a key point in inertial confinement fusion. It has direct impact on the cost of produced electricity. Here, we employ a hydrodynamics model to assess energy gain in the case of a symmetrical hydrodynamics implosion where a narrow fuel shell consisting of deuterium-tritium (DT), can experience an isentropic compression in a self-similar regime. Introducing a set of six state parameters {H-hs, T-hs, U-imp, alpha(c), xi(hs) and mu(hs)}, the final fuel state close to ignition is fully described. It enables us to calculate energy gain curves for specific set of these state variables. The envelope of the energy gain family curves provide a limiting gain curve G(fuel)(*) alpha E-f(0.36). Next, we took into account the inertial of cold surrounding fuel on the ignition process. It changes the limiting gain curve slope to 0.41. Finally, the analytical model results assessed and validated using numerical simulation code.
机译:对于驾驶员给定的能量,最大可能能量增益的估计一直是惯性约束融合的关键。它直接影响发电成本。在此,我们采用流体力学模型来评估对称流体力学内爆的情况下的能量增益,在这种情况下,由氘-t(DT)组成的狭窄燃料壳在自相似状态下会经历等熵压缩。引入一组六个状态参数{H-hs,T-hs,U-imp,alpha(c),xi(hs)和mu(hs)},完整描述了接近点火的最终燃料状态。它使我们能够为这些状态变量的特定集合计算能量增益曲线。能量增益族曲线的包络提供了极限增益曲线G(燃料)(*)αE-f(0.36)。接下来,我们考虑了点火过程中周围冷燃料的惯性。它将极限增益曲线斜率更改为0.41。最后,使用数值模拟代码对分析模型的结果进行评估和验证。

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