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Programming And Modelling Environment For Studies Of Gas Flows In Micro- And Nanostructures Based On Solving The Boltzmann Equation

机译:基于求解玻尔兹曼方程的微观和纳米结构中气体流动的编程和建模环境

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A set of programs has been developed for modelling gas flows in micro- and nanostructures. The programs are based on a method for solving the kinetic equation by a finite-difference technique on a fixed space-velocity grid. A projection method is used for calculating the Boltzmann collision integral which ensures that the conservation of mass, momentum, and energy is rigorously satisfied and that the collision integral goes to zero under thermodynamic equilibrium conditions. An explicit flux conservative scheme is used for approximating the differential part. The solution of the resulting system of difference equations is found by splitting into stages of collisional relaxation and free molecular flow. The computational algorithm is realized on a multiprocessor system using MPI technology. A graphical shell has been developed for visualizing the results during the computations and for convenient variation of the physical parameters of the flow under study. Some calculations of flows through a periodic system of square holes and a periodic system of slots whose transverse dimension is on the order of the mean free path of the gas molecules, as well as some model calculations of a micropump design, are given as examples.
机译:已开发出一套用于模拟微结构和纳米结构中气流的程序。这些程序基于一种通过有限差分技术在固定空速网格上求解动力学方程的方法。投影方法用于计算玻尔兹曼碰撞积分,可确保严格满足质量,动量和能量守恒,并且在热力学平衡条件下,碰撞积分变为零。显式通量保守方案用于近似差分部分。通过将碰撞松弛和自由分子流动分为多个阶段,可以找到所得差分方程组的解。该计算算法是使用MPI技术在多处理器系统上实现的。已经开发出了图形化的外壳,用于在计算过程中可视化结果并方便地更改所研究流体的物理参数。作为示例,给出了一些计算,这些计算通过了方孔的周期性系统和槽的周期性系统(其横向尺寸约为气体分子的平均自由程的数量级),并且还进行了一些微型泵设计的模型计算。

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