• 本文从节理化岩体弹性变形能角导出了含节理岩体的弹性柔度矩阵

    Based on the strain energy consideration, this paper derives a elastic compliance matrix for rock masses with one set of joints.

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  • 对取自四川某地灰岩进行了两种不同尺寸CSTBD试样弹性测试,进而计算出岩石弹性模量。

    Specimen elastic compliance is measured with two sized CSTBD specimens of limestone, which is taken from Sichuan province.

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  • 实验表明表征不连续界面性质柔度系数弹性传播影响较大。

    Experiments show that the flexibility coefficient which represents the characterization of discontinuity interfaces has an influence on elastic wave propagations.

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  • 提供了不等间距悬臂计算公式考虑了地震动压力的作用地基弹性的影响,研制了相应的计算程序

    Flexibility equations of the cantilever with inequable length elements are provided, the dynamic water pressure and foundation elasticity considered, and a relevant computer program is developed.

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  • 根据两两相互作用关系给出了弯曲弹性动力分析桩头柔度矩阵

    According to the interaction between every two piles, the pile-head flexible matrix of the bending viscoelastic dynamic analysis of pile groups is given.

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  • 建立线性弹性空间地基模型给出了地基柔度矩阵矩阵计算公式

    The paper has established a linearly viscoelastic ground model in elastic half-space, and has derived the formulae of ground flexibility matrix and stiffness matrix.

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  • 应用样条解析求解均质弹性地基动力柔度系数

    A semi analytical procedure for determining the dynamic flexibility coefficient of the three dimensional viscoelastic non homogeneous foundation is developed.

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  • 文末数值算例给出动力柔度系数扭转幅值随无量纲频率变化曲线,并与单相弹性介质情况进行了对比分析。

    The dynamic compliance coefficient curves and the torsional Angle amplitude of a rigid disc versus the dimensionless frequency are presented.

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  • 提出弹性铰链柔度概念以此性能指标铰链的设计进行了优化。

    A new concept of compliance accuracy ratio of flexure spherical hinge was proposed, which was used as the performance index of hinges.

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  • 基于卡氏第二定理推导椭圆型弹性铰链柔度的解析表达式。

    Based on the Castigliano's second theorem, the equations were formulated for the compliance and precision of an elliptical flexure spherical hinge.

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  • 基于卡氏第二定理推导椭圆型弹性铰链柔度的解析表达式。

    Based on the Castigliano's second theorem, the equations were formulated for the compliance and precision of an elliptical flexure spherical hinge.

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