首页> 外文会议>IUTAM Symposium on Asymptotics, Singularities and Homogenisation in Problems of Mechanics >ASYMPTOTICS FOR THE FIRST SIX EIGENFREQUENCIES OF A 1D-3D MULTI-STRUCTURE
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ASYMPTOTICS FOR THE FIRST SIX EIGENFREQUENCIES OF A 1D-3D MULTI-STRUCTURE

机译:1D-3D多结构的前六次特征频道的渐近学

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We consider vibrations of a massive three-dimensional bodyΩ* supported by thin cylindrical rods which are parallel to each other. We assume that the number of rods, say K, is greater than three and the junction points (where the rods are attached toΩ*) do not belong to the same straight line. We present comparisons between explicit asymptotic formulae and finite element computations to prove the efficiency of the approach.
机译:我们考虑由彼此平行的薄圆柱杆支撑的巨大三维体ω*的振动。我们假设杆的数量表示k,大于三个,结点(杆附着在ω*的位置)不属于相同的直线。我们在显式渐近公式和有限元计算之间存在比较以证明方法的效率。

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