• 本文提出解析-数值混合解法,为分析此类问题提供了新的途径。首先作者所建议力学模型基础上,建立轴销的柔度方程孔边等效节点载荷的解析表达式。

    The analysis is based on the model presented by the authors, and therefore the flexibility equation of the pin and the formulae of equivalent nodal forces of the hole are developed.

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  • 具有不透明性即便给定特定节点算法数据有效载荷观察者无法推断系统整体功能。

    Opacity of purpose where, even if given the algorithm and data payload for any given node, it is not possible for an observer to deduce what the system as a whole is doing.

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  • 交换节点标签有效载荷提取通过光带通陷波滤波器实现。

    At the switching node, the label or payload extraction can be realized simply through an optical bandpass or notch filter respectively.

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  • 建立了高炉炉顶煤气管道球形节点力学模型提出边界条件载荷处理方法。

    The mechanical model of spherical node of coal pipelines of blast furnace is built. Its boundary conditions and loads are presented.

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  • 考虑多种载荷情况假设每个原有节点质量不变

    We take into consideration multiple loading conditions and assume the mass of each existing node to be constant.

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  • 力学分析基础上确定平面壳体单元刚度矩阵根据载荷情况节点位移

    On the basis of mechanical analysis, the rigidity matrix of flat shell element has been determined and the displacement of joint has been found out according to the situation of loading.

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  • 通过求解方程计算节点不同时刻位移,计算出载荷,绘出各节点图。

    By this equation, we can calculate the displacement, load and dynamometer diagram at every rod node and any time.

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  • 船体结构强度直接计算方法中,需要建立三维有限元模型,船体所受到载荷也应相应地转化为有限元节点

    It is necessary to set up a 3-d finite element model and to convert the external loads acting on the hull into nodal forces of finite element in the direct strength calculation of hull structure.

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  • 由于结构所受载荷比较复杂,因此本文采用了精度较高8节点四边形等参数环形单元对模型进行了有效求解

    In this paper, the 8-node quadrangle equal-parameter ring cell whose precision is relatively high, is used to solve the problem effectively, since the its structure and load are comparatively complex.

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  • 基于能量原理建立受压节点承载能力理论表达式,得到了其极限载荷上限理论解。

    The bearing capacity formulas of the joints under compression were also found out by the energy method and experimental method.

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  • 基于能量原理建立受压节点承载能力理论表达式,得到了其极限载荷上限理论解。

    The bearing capacity formulas of the joints under compression were also found out by the energy method and experimental method.

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