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Calculation of compressible and incompressible flows.

机译:可压缩和不可压缩流量的计算。

摘要

The numerical simulation is an ideal alternative to the wind tunnel, also because it allows the different design variants to be compared in a targeted and uniform manner. For the calculation according to Navier / Stokes the different Finite Element and Finite Difference methods are available. Their confusing variety is ultimately a sign of the unsatisfactory situation. On the other hand, with the local coordinates of the accompanying tripod and the Frenet theory of the space curves, it is possible to determine the characteristic radii, the curvature and the divergence radius. If the streamlines are interpreted as Frenet space curves, then the radius of curvature provides a centrifugal pressure and the divergence radius a dynamic pressure acting in the flow direction. With this idea it is also possible to specify variants of the Navier / Stokes equation adapted to the different flow problems.
机译:数值模拟是风洞的理想替代方案,因为它可以有针对性和统一的方式比较不同的设计方案。对于根据Navier / Stokes进行的计算,可以使用不同的有限元和有限差分方法。他们令人困惑的多样性最终表明情况不令人满意。另一方面,借助附带的三脚架的局部坐标和空间曲线的Frenet理论,可以确定特征半径,曲率和发散半径。如果将流线解释为Frenet空间曲线,则曲率半径提供离心压力,而发散半径提供沿流动方向作用的动压力。有了这种想法,也可以指定适应不同流动问题的Navier / Stokes方程的变体。

著录项

  • 公开/公告号DE102018000045A1

    专利类型

  • 公开/公告日2019-07-11

    原文格式PDF

  • 申请/专利权人 OSKAR BSCHORR;

    申请/专利号DE20181000045

  • 发明设计人 GLEICH ANMELDER;

    申请日2018-01-06

  • 分类号G01P5;

  • 国家 DE

  • 入库时间 2022-08-21 11:44:57

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