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Integrated plasma physics modelling for the Culham steady state spherical tokamak fusion power plant

机译:Culham稳态球形托卡马克聚变电站的集成等离子体物理建模

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Integrated modelling of important plasma physics issues related to the design of a steady-state spherical tokamak (ST) fusion power plant is described. The key is a steady-state current drive, and 92% of this is provided by a combination of bootstrap and diamagnetic currents, both of which have a substantial toroidal component in a ST. The remaining current is to be provided by either neutral beam injection or radio-frequency waves, and various schemes for providing this are discussed and quantified. The desire to achieve a high bootstrap current drives the design to high plasma pressure, β (normalized to the magnetic field pressure), and high elongation. Both these requirements have implications for ideal magneto-hydrodynamic instability which are discussed. Confinement is addressed both through comparison with the recent scaling laws developed from the conventional tokamak database and self-consistent one-dimensional modelling of the transport processes. This modelling shows that the power required for the current drive (~50 MW) is sufficient to heat the plasma to a regime where more than 3 GW of fusion power is produced, taking into account the dilution due to He ash and prompt α-particle losses, which are small. A preliminary study of the micro-instabilities, which may be responsible for the turbulent transport is provided. Given assumptions about the particle confinement, we make estimates of the fuelling requirements to maintain the steady state. Finally, the power loading due to the exhaust is derived using theory-based scalings for the scrape-off layer width.
机译:描述了与稳态球形托卡马克(ST)聚变电厂设计有关的重要等离子体物理问题的集成建模。关键是稳态电流驱动,其中92%由自举电流和抗磁电流的组合提供,两者在ST中都具有很大的环形分量。剩余电流将通过中性束注入或射频波提供,讨论和量化提供该剩余电流的各种方案。实现高自举电流的愿望将设计驱动到高等离子压力,β(归一化为磁场压力)和高伸长率。这两个要求都对理想的磁流体动力学不稳定性产生了影响。通过与常规托卡马克数据库开发的最新比例定律进行比较,以及对运输过程进行自洽的一维建模,可以解决限制问题。该模型表明,考虑到由于He灰分和迅速的α粒子引起的稀释,当前驱动器所需的功率(约50 MW)足以将等离子体加热到产生超过3 GW聚变功率的状态损失很小。提供了可能引起湍流传输的微观不稳定性的初步研究。给定有关粒子限制的假设,我们估算维持稳态所需的加油量。最终,使用基于理论的刮擦层宽度缩放比例,得出了由排气引起的功率负载。

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