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vibrating body中文是什么意思

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用"vibrating body"造句"vibrating body"怎么读"vibrating body" in a sentence

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  • 振动体

例句与用法

  • Sound synthesis techniques for physical model are research subjetcs based on acoustics and elastic dynamics and mathematics and signal process . they start from a continuous model for the vibrating body , given by partial differential equation dependent on elastic dynamics , and take its initial and boundary conditions , as well as excitation functions into account
    基于物理模型的声音合成技术是建立在声学、力学、数学和信号处理等理论基础之上的一门科学,它主要根据力学原理,通过振动偏微分方程、振动体的边界条件、振动的初始条件和激励条件来描述物体的振动物理特性。
  • A new kind of numerical method , the statistical distributed source boundary point method ( sdsbpm ) , used to calculate the acoustic radiation problem caused by the random vibrating body is presented ; a test for the effectiveness of the sdsbpm is carried out on the aspects of its calculation precision , adaptation to the geometric shape of vibrating body as well as its ability to overcome the non - uniqueness problem through various examples with different boundary shapes and different boundary value distributions
    第四章提出了一种新型的随机振动声辐射计算方法?统计分布源边界点方法;通过诸多不同边界曲面和不同边界量分布的随机振动声辐射算例,从计算精度、对振动体表面几何形状的适应性以及克服解的非唯一性等方面,对统计分布源边界点方法的有效性进行了考证。
  • The formulation for the error analysis of acoustic radiation problem calculated by the boundary point method ( bpm ) is put forward ; the physical explanation of the boundary point analysis of the acoustic radiation problem is given ; the influence of the particular solution on the calculation stability of the bpm is studied ; the etthanced volume source boundary point method ( evsbpm ) is presented ; a test for the effectiveness of the evsbpm is carried out on the aspects of its calculation precision , calculation speed , calculation stability , adaptation to the geometric shape of vibrating body as well as its ability to overcome the non - uniqueness problem through various examples with different boundary shapes and different boundary value distributions
    第三章导出了边界点方法分析振动声辐射问题的误差估计理论公式,揭示了边界点方法分析振动声辐射问题的物理本质;研究了特解场的局部特性对边界点方法的数值稳定性的影响;改进了现有的特解场构造方法,提出了改进体积源边界点方法;通过诸多不同边界曲面和不同边界量分布的声辐射算例,从计算精度、计算速度、计算稳定性、对振动体表面几何形状的适应性以及克服解的非唯一性等方面,对改进体积源边界点方法的有效性进行了考证。
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