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首页> 外文期刊>Advances in Mechanical Engineering >Finite difference method–based calculation of gravity deformation curve for the large-span beam of heavy-duty vertical lathe:
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Finite difference method–based calculation of gravity deformation curve for the large-span beam of heavy-duty vertical lathe:

机译:基于有限差分法的重型立式车床大跨度梁重力变形曲线的计算:

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摘要

To solve the problem that gravity deformation curve of large-span cast-iron beam analyzed by finite element method simulation is inaccurate due to material imperfection, a discretization calculation considering the inhomogeneity of the material based on finite difference method is proposed. Supposing the flexural rigidity of the beam is different along the length, the continuous beam is discretized into segments based on finite difference method, and equivalent flexural rigidity is presented to characterize the inhomogeneity of the material. Correction model of bending deformation is constructed to revise the results of finite element method simulation applying equivalent flexural rigidity that could be obtained by combining the discretization model and deformation data acquired in a simple self-load experiment in which the beam is simply supported without any assembly process. Finally, flowchart of application is presented, and the approach is illustrated through an example from real case. The experiment...
机译:针对有限元法模拟的大跨度铸铁梁重力变形曲线由于材料不完善而引起的不准确的问题,提出了一种基于有限差分法考虑材料不均匀性的离散化计算方法。假设梁的抗弯刚度沿长度方向不同,则基于有限差分法将连续梁离散化为分段,并给出等效抗弯刚度来表征材料的不均匀性。构造弯曲变形校正模型以修正应用等效弯曲刚度的有限元方法模拟结果,该等效弯曲刚度可以通过离散化模型和在简单的自加载实验中获得的变形数据相结合而获得,在该简单自载荷实验中,梁无需任何组装即可得到简单支撑处理。最后给出了应用流程图,并通过实例说明了该方法。本实验...

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