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Application of numerical manifold method in fluid-solid interaction harmonic analysis

机译:数值歧管法在流体固体相互作用谐波分析中的应用

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Numerical Manifold Method (NMM) is first applied to fluid-solid interaction analysis in this paper. Based on rectangular mathematical meshes and simplex integration, high-order NMM equations are presented for two-dimensional fluid-solid interaction harmonic analysis, concerning inviscid, irrotational, incompressible potential flow and undamped structures. Known value of fluid pressure is introduced via Lagrange multiplier method. It is also proposed that cover of analytical series is applied to simulate infinite fluid field, which can greatly decrease unknowns to be solved. Given examples of computing frequencies and harmonic responses prove the validity and high efficiency of the approach, suggesting that NMM is very suitable for combination of numerical solutions and analytical solutions.
机译:本文首先将数值歧管方法(NMM)应用于流体固体相互作用分析。基于矩形数学网格和单纯x集成,提出了高阶NMM方程,用于二维流体固体相互作用谐波分析,关于无粘性,无透视,不可压缩的潜在流动和透明结构。通过拉格朗日乘法器方法引入已知的流体压力值。还提出了分析系列的覆盖应用于模拟无限流体场,这可以大大减少要解决的未知数。考虑到计算频率和谐波响应的示例证明了该方法的有效性和高效率,表明NMM非常适合数值解决方案和分析解决方案的组合。

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