• By means of dynamic explicit finite element method, 3d nonlinear structure is simulated.

    借助动态显式有限元方法,进行了三维非线性结构动力学模拟。

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  • The results of PCA and DPC show that the sampling data have a remarkable nonlinear structure.

    PCA和DPC分析结果表明,取样数据具有明显的非线性结构。

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  • The new algorithm is different from the algorithms of iterative learning control proposed recently, and is with nonlinear structure.

    这类新算法与目前所有迭代学习控制算法不同,具有非线性结构。

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  • The structure of this system is demanded mainly from carry cable, track cable and hanger. it is a strong geometry nonlinear structure.

    该系统的承重结构主要是由承重索、轨索、吊索组成的一个索网结构,具有较强的几何非线性。

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  • A new nonlinear structure tensor calculation method is presented. We extend the trace-based PDE regularization method to matrix-valued data fields.

    提出一种新的非线性结构张量计算方法,扩展了基于迹的PDE正则化方法,使其适用于矩阵值数据场;

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  • By reason of its no-dependency on structure, the algorithm has importance for nonlinear structure and large flexible structure of which the model is difficult to obtain.

    由于该算法对结构的不依赖性,对难以建模的柔性结构和非线性结构的振动主动控制具有实际意义。

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  • For revealing the dynamic behavior of the sod-nonlinear structure interaction system, the vibration equation of interaction system is analyzed using modern dynamic theory.

    为了揭示地基-非线性结构相互作用体系的动力行为,采用现代动力理论对体系的振动方程进行了定性分析。

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  • Subset simulation is a general method for structural dynamic reliability computation, and it is especially efficient for small failure probability computation of nonlinear structure.

    子集模拟法在计算结构动力可靠度时适用范围较广,针对非线性结构小失效概率的计算效率较高。

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  • The vibration of nonlinear structure is difficult to control precisely by means of linear control theory. A method that combines neural networks with inverse system theory is proposed.

    针对非线性结构振动控制难以用线性控制方法精确控制的情况,提出神经网络离散逆系统方法。

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  • Experimental results demonstrate that the presented algorithm not only maintains the nonlinear structure of the face images, but also possesses good robustness for the evaluation of the face view.

    实验分析表明,本算法不但在低维空间上充分保持了人脸姿态的结构信息,而且对姿态的估计有较好的鲁棒性。

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  • Chaos is a deterministic nonlinear structure, which is not a stochastic process, but sensitive dependence on initial conditions. Studies in numerous fields have shown the existence of chaos dynamics.

    混沌是一种确定性的非线性运动,它不是随机的但对初始条件敏感依赖,许多领域的研究证实了混沌的存在。

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  • Chaos is a deterministic nonlinear structure, which is not a stochastic process, but sensitive dependence on initial conditions. Studies in numerous fields have shown the existence of chaos dynamics.

    混沌是一种确定性的非线性运动,它不是随机的但对初始条件敏感依赖,许多领域的研究证实了混沌的存在。

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