光滑中心 plane central region(6) plane central(6) 目前没有对本词条修改信息

plane central region     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     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     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     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     By using the simplified Reissner's equation of axisymmetric shells of revolution, the nonlinear bending of a corrugated diaphragm with plane central region under concentrated load had been investigated.     本文采用轴对称旋转壳体的简化Re-issner方程,研究了在中心集中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 更多          plane central     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     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     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     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     By using the simplified Reissner's equation of axisymmetric shells of revolution, the nonlinear bending of a corrugated diaphragm with plane central region under concentrated load had been investigated.     本文采用轴对称旋转壳体的简化Re-issner方程,研究了在中心集中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 更多          “光滑中心”译为未确定词的双语例句     Using the simplified Reissner's equation of axisymmetr ic shells of revolution, the nonlinear bending of a corrugated diaphragm with a pl ane central region under compound load has been investigated.     采用轴对称旋转壳体的简化Reissner方程 ,研究了在复合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 查询“光滑中心”译词为用户自定义的双语例句     我想查看译文中含有：的双语例句

为了更好的帮助您理解掌握查询词或其译词在地道英语中的实际用法，我们为您准备了出自英文原文的大量英语例句，供您参考。   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. 例句来源

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. 文摘来源          The circular plates with toothed and trapezoidal corrugation under uniform and concentrated load are studied by utilizing the nonlinear theory of large deflection of shallow conical shells.The elastic characteristics of corrugated ciraclar plates are obtained by using the perturbation and power series method.The oretical results in this paper agree with previous experimental results.             本文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圆板．采用摄动法和幂级数方法，得到了波纹图板的弹性特征．本文的解答符合实验结果． 文摘来源          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. The elastic characteristics of corrugated shells are obtained by using the perturbation and power series method. The theoretical results in this paper agree with previous experimental results.             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。采用摄动法和幂级数方法，得到了波纹壳的弹性特征。本文的解答符合实验结果。 文摘来源   << 更多相关文摘

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