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A novel finite element model for vibration analysis of rotating tapered Timoshenko beam of equal strength

机译:等强度旋转锥形Timoshenko梁振动分析的新型有限元模型

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摘要

A new finite element model based on the coupled displacement field and the tapering functions of the beam is formulated for transverse vibrations of rotating Timoshenko beams of equal strength. In the coupled displacement field, the polynomial coefficients of transverse displacement and cross-sectional rotation are coupled through consideration of the differential equations of equilibrium. The tapering functions of breadth and depth of the beam are obtained from the principle of equal strength in the longitudinal direction of the beam. After finding the displacement functions using the tapering functions, the stiffness and mass matrices are expressed by using the strain and kinetic energy equations. A semi-symbolic computer program in Mathematica is developed and subsequently used to evaluate the new model. The results of the illustrative example regarding the problem indicated in the title of this paper are obtained and compared with the results found from the models created in ABAQUS. Very good agreement is found between the results of new model and the other results. © 2010 Elsevier B.V.
机译:针对耦合强度相同的旋转提莫申科梁的横向振动,建立了基于耦合位移场和梁锥度函数的新有限元模型。在耦合位移场中,通过考虑平衡微分方程将横向位移和横截面旋转的多项式系数耦合。光束的宽度和深度的渐缩函数是根据光束纵向上强度相等的原理获得的。在使用渐缩函数找到位移函数之后,使用应变和动能方程表示刚度和质量矩阵。开发了Mathematica中的半符号计算机程序,随后将其用于评估新模型。获得了有关本文标题中指示的问题的示例性示例的结果,并将其与从ABAQUS中创建的模型中找到的结果进行了比较。在新模型的结果与其他结果之间找到了很好的一致性。 ©2010 Elsevier B.V.

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  • 作者

    Yardımoğlu Bülent;

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  • 年度 2010
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  • 原文格式 PDF
  • 正文语种 eng
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