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Inertial confinement fusion (ICF) target applications of strongly coupled dense plasmas to plasma heating.

机译:惯性约束融合(ICF)的目标是将强耦合稠密等离子体应用于等离子体加热。

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During the burn of DT (Deuterium-Tritium) fuel in ICF (Inertial Confinement Fusion) target, the energy deposition of fusion-product charged particles is an important problem that recently received again increasing attention. The unified theory explains the energy losses due to binary and collective collisions in the dilute plasmas, and also in the condensed matter physics for the case of plasma parameter less than one, i.e., g1, which is related to the number of particles in the Debye radius.; The ignition of an ICF DT target produces 3.5MeV alpha particles, which are under extremely high-energies compared to the temperature of field plasmas at around 3-5 keV. At the incidence of a fast alpha particle (3.5MeV) into ionized plasmas as a fusion product, the incoming fast ion loses its energy to the charged particles inside the target, called an ensemble system, by way of primarily Coulomb collisions. At dilute plasmas, i.e., plasma parameter g1, the unified theory is well accounted for the energy loss of an alpha particle.; However, at dense plasmas, especially for plasma parameter g>1, there is an extraordinary situation occurred that is caused by ionized field-electrons. Normally an incident ion should lose its energy to the field plasmas due to two-body and many-body collisions. When the velocity of an incident ion is less than that of field-electrons, those free electrons can make a contribution to the incident ion paradoxically by way of collisions among field electrons. Those collisional contributions among field electrons to the incident fast ion via collective phenomena for this particular situation should be taken into account in the unified theory.; In the mathematical description of energy losses, the unified theory, which is valid only in the plasma parameter g=4pl3Dn/3 -1≪1 , cannot include the collective phenomenon which is the collisions among the field charged particles in dense plasmas. The inclusion of collisions among charged particles in the background, via collective phenomena into the existing unified theory, is very difficult because the strong interaction at short range may cause the Debye sphere distorted and further suggests non-particle interactions. By renormalizing the distribution function and including the local field corrections at short range, the unified theory can be made valid for both plasma parameter, i.e., g1 and g>1 regions, called Modified Unified Theory.; The modified unification theory obtained shows more accurate energy loss of an incident ion, for example, a 67% increase of energy losses at the plasma parameter, g=3, for an alpha particle slowing down in dense DT plasmas. It is thus important to consider the modified unified theory for ICF target application for the self-sustaining of an ICF target by way of fusion product heating.
机译:在ICF(惯性约束聚变)靶中燃烧DT(氘-rit)燃料时,聚变产物带电粒子的能量沉积是一个重要的问题,最近又受到越来越多的关注。统一理论解释了由于稀等离子体中二进制碰撞和集体碰撞以及在凝聚态物理中由于等离子体参数小于1(即g <1)而引起的能量损失,这与颗粒中的粒子数有关。德拜半径。 ICF DT目标的点火产生3.5MeVα粒子,与3-5 keV左右的现场等离子体温度相比,该粒子处于极高的能量下。当快速α粒子(3.5MeV)作为聚变产物进入电离等离子体时,进入的快速离子主要通过库仑碰撞将其能量损失给目标内部的带电粒子,称为集成系统。在稀等离子,即等离子参数g <1时,统一理论很好地解释了α粒子的能量损失。但是,在稠密的等离子体中,特别是对于等离子体参数g> 1,会发生由电离场电子引起的异常情况。通常,由于两体和多体碰撞,入射离子应将其能量损失给场等离子体。当入射离子的速度小于场电子的速度时,那些自由电子会通过场电子之间的碰撞而自相矛盾地对入射离子做出贡献。对于这种特殊情况,应考虑场电子之间通过集体现象对入射快离子的碰撞贡献。在能量损失的数学描述中,仅在等离子体参数g = 4pl3Dn / 3 -1&Lt; 1中有效的统一理论不能包含集体现象,即稠密等离子体中场带电粒子之间的碰撞。通过集体现象将带电粒子之间的碰撞包括在背景中到现有的统一理论中非常困难,因为短距离内的强相互作用可能导致德拜球体变形并进一步暗示了非粒子相互作用。通过对分布函数重新归一化并包括近距离的局部场校正,可以使统一理论对两个等离子体参数即g <1和g> 1区域均有效,称为改进统一理论。获得的改进的统一理论显示出入射离子的能量损失更为准确,例如,对于在密集DT等离子体中减速的α粒子,在等离子体参数g = 3处,能量损失增加了67%。因此,重要的是要考虑通过ICF目标应用的改进统一理论,以通过熔融产物加热来自我维持ICF目标。

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