进一步阐述了用非局部理论模型求解断裂力学问题的正确性。
The result shows again the correctness of the nonlocal model for solving problems in fracture mechanics.
在非局部理论框架下，研究了应变局部化现象模拟结果与所用非局部核函数的相关性。
Based on the nonlocal theory the correlation is studied between the nonlocal kernel function and the simulating result for the strain-localization behavior of brittle materials.
基于非局部理论，将损伤变量作为非局部变量，它与局部损伤变量及其二阶梯度有关。
Based on non-local theory, the damage variable is non-local variable and is dependent on local damage variable and its second spatial gradient.
由广义函数弱收敛定理和卷积理论，证明所提出的非局部连续模型具备收敛性和稳定性。
Stability and convergence of the model are proven by means of the weak convergence theorem of generalized function and the convolved integration theory.
小波函数是具有时域和频域良好局部化特性的函数，理论上可以用于非整次谐波的检测。
The wavelet function is such a function which possesses good localization characteristics, so theoretically it can be applied to the detection of non-integer harmonics.
基于非局部弹性理论，在考虑小尺度效应影响的情况下，建立了单壁碳纳米管在均匀轴向外部压力下的壳体模型。
A shallow shell model is developed for the elastic buckling of a single wall carbon nanotube under a uniform external axial pressure by using the nonlocal elastic theory.
根据一种非局部对流理论，我们揭示了贯穿对流区的结构。
With a non local convection model, this paper reveals the structure of convection overshooting zone.
根据非局部线弹性理论研究了剪切模量为指数型的无限大功能梯度材料反平面裂纹问题。
The crack problem in an infinite mediums of functionally graded material (FGM) subjected to antiplane shear is studied by using nonlocal linear elasticity theory.
在详细分析非参量检测器的理论基础上，提出了三种基于局部统计量的融合规则，分析了其渐进性能。
After analysed the performance of nonparametric detector particularly, three new fusion rules are proposed based on local statistics, their asymptotic relative efficiency is studied.
目前，非局部模型的理论与应用是本构模型中研究的热点之一。
Presently, the theory and application of non-local model is one of the most active subjects of constitutive model.
应力边界条件的提法是线性非局部弹性理论尚未解决的一个理论问题。
Stress boundary condition in the nonlocal linear elasticity theories is an unsolved problem.
本文基于非局部连续统场论和非线性连续体力学理论，建立了非局部非对称弹性固体的非线性理论。
In this paper, a nonlinear theory of nonlocal asymmetric elastic solids is developed on the basis of basic theories of nonlocal continuum field theory and nonlinear continuum mechanics.
应力边界条件的提法是线性非局部弹性理论尚未解决的一个理论问题。
Stress boundary condition in the nonlocal linear elasticity theories is an unsolved problem. In this paper, this problem is studied.
从非局部连续介质理论出发，采用一种新的理性力学方法对裂纹前缘内聚应力分布规律进行研究。
Starting with the nonlocal continuum theory, a new rational mechanics method is applied to study logically the cohesive stress law of ahead of a crack tip.
从非局部连续介质理论出发，采用一种新的理性力学方法对裂纹前缘内聚应力分布规律进行研究。
Starting with the nonlocal continuum theory, a new rational mechanics method is applied to study logically the cohesive stress law of ahead of a crack tip.
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