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Simulations of Ga melting based on multiple-relaxation time lattice Boltzmann method performed with CUDA in Python

机译:基于多放松时间格子Boltzmann方法的Ga Mustting模拟,用Cuda在Python中进行

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A new solver, via the enthalpy multiple-relaxation lattice Boltzmann method, is developed to simulate the Ga melting (considering Ga as a phase change material) for different settings. At first, the phase change simulation of a simple bar is performed, this case is implemented to validate the heat transfer in our model via the analytical solution. Second, the solid-liquid phase change simulation with convection driven by gravity of Ga immersed in a 2D non-Darcy heterogeneous porous media, obtained from an image, is provided. Here, we present a novel process where Kozeny law is used globally for the homogeneous porosity and locally for the heterogeneous porosity. The second case is validated by experimental data already published in the literature. The fact that our solver is enforced in a single Nvidia GPU device with CUDA technology in Phyton 3.8 is a new feature introduced in this paper. Our results are given as a different approach to phase transitions embedded in porous media within an acceptable error margin from analytical and experimental results.
机译:通过焓多放松格子Boltzmann方法开发了一种新的求解器,以模拟GA熔化(考虑GA作为相变材料),以进行不同的设置。首先,执行简单条的相变模拟,实现这种情况以通过分析解决方案验证我们模型中的传热。其次,提供了通过浸没在图像中获得的2D非达西异质多孔介质中的Ga的重力驱动的与对流的固体相变模拟。在这里,我们提出了一种新的方法,其中kozeny定律在全球中用于均匀孔隙率和局部用于异质孔隙率。第二种案例由文献中已发表的实验数据验证。我们的求解器在具有CUDA技术的单一NVIDIA GPU设备中强制执行的事实,在Phyton 3.8中是本文介绍的新功能。我们的结果是作为分析和实验结果的可接受的误差余量内嵌入多孔介质中嵌入多孔介质的相变的不同方法。

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