2020
DOI: 10.1063/5.0004112
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Ignition criteria for x-ray fast ignition inertial confinement fusion

Abstract: The derivation of the ignition energy for fast ignition inertial confinement fusion is reviewed and one-dimensional simulations are used to produce a revised formula for the ignition energy of an isochoric central hot-spot, which accounts for variation in the radius of the hot-spot rh as well as the density ρ. The required energy may be as low as 1 kJ when ρrh≈0.36 g cm−2, T≈20 keV, and ρ≥700 g cm−2. Although there are many physical challenges to creating these conditions, a possible route to producing such a … Show more

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Cited by 4 publications
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“…The formula is subsequently modified to the widely used form of E ig = 140 ( ρ 100 g cm −3 ) − 1.85 kJ by 2D simulations and the ignition window in the energy, power and intensity space is discussed [19]. Recent studies claim the ignition energy can be as low as 1 kJ when ρr h ≈ 0.36 g cm −2 , T ≈ 20 keV, ρ ⩾ 700 g cm −2 with non-thermal soft x-rays as the heating source [20,21]. Most previous studies on the isochoric fast ignition model assumed hot spots in the spherical center of the fuel.…”
Section: Introductionmentioning
confidence: 99%
“…The formula is subsequently modified to the widely used form of E ig = 140 ( ρ 100 g cm −3 ) − 1.85 kJ by 2D simulations and the ignition window in the energy, power and intensity space is discussed [19]. Recent studies claim the ignition energy can be as low as 1 kJ when ρr h ≈ 0.36 g cm −2 , T ≈ 20 keV, ρ ⩾ 700 g cm −2 with non-thermal soft x-rays as the heating source [20,21]. Most previous studies on the isochoric fast ignition model assumed hot spots in the spherical center of the fuel.…”
Section: Introductionmentioning
confidence: 99%