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   plane central region 的翻译结果: 查询用时:0.215秒
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plane central region
相关语句
  光滑中心
     Nonlinear Analysis of Corrugated Diaphragm with Plane Central Region under Concentrated Load
     集中载荷作用下具有光滑中心波纹膜片的非线性分析
短句来源
     The corrugated shells with a plane central region and toothed or trapezoidal corrugation under uniform or concentrated load are studied by utilizing the nonlinear theory of large deflection of shallow conical shells.
     应用扁锥壳的非线性大挠度理论,研究了在均布载荷和中心集中载荷下,具有光滑中心的锯齿形和梯形波纹壳。
短句来源
     Nonlinear Analysis of Corrugated Diaphragm with Plane Central Region Under Compound Load
     复合载荷作用下具有光滑中心波纹膜片的非线性分析
短句来源
     Using the simplified Reissner's equation of axisymmetric shells of revolution, the nonlinear bending of a corrugated diaphragm with a plane central region under uniform load is investigated.
     采用轴对称旋转壳体的简化Reissner方程 ,研究了在均布载荷作用下具有光滑中心波纹膜片的非线性弯曲问题。
短句来源
     Nonlinear Analysis of Corrugated Diaphragm with Plane Central Region under Uniform Load
     均布载荷作用下具有光滑中心波纹膜片的非线性分析
短句来源
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  “plane central region”译为未确定词的双语例句
     Chebyshev polynomials are used to solve the problem of large deflection for corrugated circular plates with a plane central region under arbitrary loads based on the nonlinear bending theory of anisotropic circular plates.
     本文以正交异性板理论为基础,提出了一种波纹圆板非线性弯曲的Chebyshev级数解法,推导出具有中心平台的波纹圆板在任意轴对称载荷作用下的弹性特征方程.
短句来源
     The Chebychev polynomials are used to study large deflection problemsof corrugated circular plates with/without a plane central region under uniformload combined with a concentrited load at the center.
     本文以正交各向异性圆板的非线性弯曲理论为基础,用Chebyshev级数研究了在均布压力和中心集中载荷共同作用下,波纹圆板及具有硬中心的波纹环形板的大挠度问题。
短句来源
  相似匹配句对
     the Central and the Local;
     二是处理好中央与地方的关系;
短句来源
     benefit for central;
     以效益为中心 ;
短句来源
     The dose distribution on the central axis plane was measured by film badge.
     用胶片法测不同窄条野不同能量下射野中心轴平面等剂量分布,分析等剂量曲线特点。
短句来源
     Central Maintenance System of Plane Based on XML-RPC Technology
     基于XML-RPC技术的飞机中央维护系统
短句来源
     ON P—PLANE FIELD
     p—平面场
短句来源
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  plane central region
Chebyshev polynomials are used to solve the problem of large deflection for corrugated circular plates with a plane central region under arbitrary loads based on the nonlinear bending theory of anisotropic circular plates.
      


In this paper, nonlinear bending of a corrugated circular plate with a plane central region under the combined action of uniformly distributed load and a concentrated load at the center has been investigated by using large deflection theories of isotropic and anisotropic circular plates. The quite accurate analytical solutions for rigidly as well as loosely clamped edge conditions have been obtained following the modified iteration method.

本文按照各向同性和正交各向异性圆板的大挠度理论,研究了具有光滑中心的波纹圆板在均布和中心集中荷载联合作用下的非线性弯曲问题.应用修正迭代法,我们得到了夹紧固定和滑动固定两种边界条件下十分精确的解析解.

Chebyshev polynomials are used to solve the problem of large deflection for corrugated circular plates with a plane central region under arbitrary loads based on the nonlinear bending theory of anisotropic circular plates. Numerical results are compared with those available in the literature. The present method shows higher accuracies and larger application ranges.

本文以正交异性板理论为基础,提出了一种波纹圆板非线性弯曲的Chebyshev级数解法,推导出具有中心平台的波纹圆板在任意轴对称载荷作用下的弹性特征方程.文中计算了几个典型的特例,数值结果表明,本文的方法对目前常用的方法有一定的改进和推广.

The Chebychev polynomials are used to study large deflection problemsof corrugated circular plates with/without a plane central region under uniformload combined with a concentrited load at the center. The analysis is basedon the non-linear theory of orthotropic circuar plate bending. A plate withzero deflection at the center is treated and solved as a special case. Thenumerical results of a thin circular plate are presented for testing the relia-bility of the proposed method. Numerical studies of different...

The Chebychev polynomials are used to study large deflection problemsof corrugated circular plates with/without a plane central region under uniformload combined with a concentrited load at the center. The analysis is basedon the non-linear theory of orthotropic circuar plate bending. A plate withzero deflection at the center is treated and solved as a special case. Thenumerical results of a thin circular plate are presented for testing the relia-bility of the proposed method. Numerical studies of different cases are per-formed.

本文以正交各向异性圆板的非线性弯曲理论为基础,用Chebyshev级数研究了在均布压力和中心集中载荷共同作用下,波纹圆板及具有硬中心的波纹环形板的大挠度问题。处理和分析了波纹板中心挠度为零的特殊情况并进行了具体求解,这是一种新的尝试和探索。用圆薄板的计算结果验证了本文方法的可靠性。文中还给出了波纹圆板和带硬中心的波纹环形板的数值结果。

 
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