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Time history response analysis method, apparatus and program

机译:时程响应分析方法,装置及程序

摘要

PPROBLEM TO BE SOLVED: To perform easily and highly accurately time history response analysis of an object with an attenuation constant h indicating a vibration frequency nondependent characteristic. PSOLUTION: A causal unit imaginary function comprising an imaginary part expressed by the sum of a regular component wherein a frequency ω shows a value of (2n-1)-(2ω/ωm) in the range from (n-1) ωm to n ωm and a singular component showing a value of (2ω/ωm) regardless of the frequency ω, wherein the frequency ω shows a value of (2n-1) in the range from (n-1) ωm to n ωm, and a real part corresponding to a Hilbert transformation value of the regular component, or its imaginary part is transferred into a time domain, to thereby determine an impulse response value, and a rigidity reduction rate α(γ) and the attenuation constant h(γ) in the equation (1) acquired by substituting the impulse response value: [Ms]äu"(t)}+äF(γ,t)}=-ySB0/SB"(t)[Ms]ä1} are switched to values corresponding to a strain level γ of the object at each time, and simultaneously operated at each Δt unit, to thereby perform time history response analysis of the object. PCOPYRIGHT: (C)2009,JPO&INPIT
机译:

要解决的问题:要轻松,高精度地对衰减常数h表示振动频率无关特性的物体进行时程响应分析。解决方案:因果单位虚函数包括虚部,该虚部由正则分量之和表示,其中,频率ω为ω。表示(2n-1)-(2Ω/ m)的值在(n-1)Ωm至nΩm的范围内,并且显示一个奇数分量,显示(2Ω-1)-(mΩm)的值),而不考虑频率ω,其中频率ω;表示在(n-1)Ωm至nΩm范围内的(2n-1)值,并且对应于正则分量的希尔伯特变换值的实部,或其虚部被转换为从而确定脉冲响应值,以及通过代入脉冲响应值而获得的等式(1)中的刚度降低率α(γ)和衰减常数h(γ)。 (t)} +äF(γ,t)} =-y 0 ”(t)[Ms]ä1}切换为对应于应变水平γ的值。在每个时间对物体进行“时间变化”分析,并同时以每个Δt单位进行操作,从而对物体进行时程响应分析。

版权:(C)2009,日本特许厅&INPIT

著录项

  • 公开/公告号JP4850132B2

    专利类型

  • 公开/公告日2012-01-11

    原文格式PDF

  • 申请/专利权人 株式会社竹中工務店;

    申请/专利号JP20070149714

  • 发明设计人 中村 尚弘;

    申请日2007-06-05

  • 分类号G01M7/00;G01M7/02;

  • 国家 JP

  • 入库时间 2022-08-21 17:39:00

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