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Type and number of elements effect on the calculation of cantilever beam free natural frequencies using the finite element method

机译:使用有限元法计算悬臂光束自然频率的元素的类型和数量

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The free vibration calculation of a rectangular cross-section cantilever beam will be analyzed in this study. Using the finite element method (FEM), the stiffness and mass matrices were created and solving the behavior equation with a general program suitable for any number of a one-dimension element using (MATLAB) program. For the same condition, but with different numbers and types of elements, the (ANSYS) software will be used to simulate the cantilever beam. The first three natural frequencies and mode shapes are investigated for each case, and the results compared with the exact solution. The results showed that the difference between the exact and numerical results are decreases when the number of elements increases and the one-dimension element used with the (MATLAB) is more efficient for beam, one-dimension element (BEAM188 & BEAM189) gives more efficient results with less number of elements in comparing with the two and three-dimensions element (PLANE183 & SOLID186), two and three-dimensions element (PLANE182 & SOLID185) needs high number of elements to give suitable results.
机译:本研究将分析矩形横截面悬臂梁的自由振动计算。使用有限元方法(FEM),创建刚度和质量矩阵,并用适用于使用(MATLAB)程序的任何数量的一维元素的一般程序来创建和解行为方程。对于相同的条件,但具有不同的数量和类型的元素,(ANSYS)软件将用于模拟悬臂梁。针对每种情况研究了前三种自然频率和模式形状,与精确的解决方案相比,结果。结果表明,当元素数量增加时,精确和数值结果之间的差异减小,并且与(MATLAB)使用的一维元件更有效地对光束,一维元件(光束188和梁189)提供更有效的结果与两个和三维元件(平面183和固体186)相比,具有较少数量的元件,两个和三维元件(平面182和固体185)需要大量元素以提供合适的结果。

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