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Experimental measurements of pressure, temperature and dust velocities in case of LOVA: Comparisons with a multiphase numerical model

机译:LOVA情况下压力,温度和粉尘速度的实验测量:与多相数值模型的比较

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The production of dust inside the nuclear fusion power plants is one of the safety issues of this technology. Dust is generated because of plasma-material interactions and subsequently it deposits in the bottom regions of the TOKAMAK. In case of a Loss Of Vacuum Accident (LOVA), the dust may be resuspended, threatening the functioning and the safety of these reactors. A deep study of this phenomenon is required to develop countermeasures and to improve the safety of this promising way to produce energy. The authors have studied the fluid dynamics of these accidents with a scaled experiment, called STARDUST-Upgrade. Optical techniques have been implemented to measure dust resuspension and diffusion properties, such as velocity vectors and resuspension rate. This work shows the results obtained with a new numerical model able to take into account also the dispersed phase (dust). The software uses the Euler-Euler approach, a Schiller-Naumann resistance model, and a k-epsilon turbulence model. The dust used is tungsten dust, that has been placed close to the inlet valve in both cases (numerical and experimental). The numerical results are analysed and compared with the experimental ones and the main agreements and differences are highlighted. The results show good accordance with the velocity vectors of dust, while the resuspension rate is overestimated in the numerical case because of the absence of adhesion and cohesion forces between dust particles and walls. This analysis is the starting point for the evolution and completion of a numerical model suitable for dust resuspension in case of LOVAs.
机译:核聚变电厂内部产生粉尘是这项技术的安全问题之一。由于等离子体与材料的相互作用而产生粉尘,随后粉尘沉积在TOKAMAK的底部区域。如果发生真空损失事故(LOVA),粉尘可能会重新悬浮,从而威胁到这些反应堆的功能和安全性。需要对此现象进行深入研究,以制定对策并提高这种有前途的生产能源的安全性。作者使用称为STARDUST-Upgrade的规模化实验研究了这些事故的流体动力学。已经采用光学技术来测量灰尘的重悬和扩散特性,例如速度矢量和重悬率。这项工作显示了使用新的数值模型获得的结果,该模型还可以考虑分散相(粉尘)。该软件使用Euler-Euler方法,Schiller-Naumann阻力模型和k-ε湍流模型。所使用的粉尘是钨粉尘,在两种情况下(数值和实验),钨粉尘都靠近入口阀放置。对数值结果进行了分析,并与实验结果进行了比较,突出了主要的共识和差异。结果表明,其与粉尘的速度矢量很好地吻合,而在数值情况下,由于粉尘与壁之间没有粘附力和内聚力,因此重悬率被高估了。该分析是发展和完善适用于LOVA情况下粉尘悬浮的数值模型的起点。

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