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991.
针对当前企业级信息处理业务中普遍存在的问题,结合数据网格技术,提出一种新型的联邦数据服务FDSS。FDSS建立了联邦数据服务模型FDSM,提供对广域分布环境下异构企业信息的高效处理和透明管理,并通过本域数据服务和多域联邦数据服务实现信息资源的统一访问和跨域共享。FDSS适用 相似文献
992.
Xanthippi Markenscoff Surong Huang 《Journal of the mechanics and physics of solids》2008,56(6):2225-2239
An analysis is performed for an accelerating screw dislocation through the shear-wave speed barrier. At this instant, the function that determines the interval of the path of the dislocation motion that contributes to the wave front has roots that change from a pair of complex conjugate to a double real, which subsequently splits into two real ones. The analysis is performed at this transition to supersonic that occurs at the double root maximum of the function that defines the interval of the dislocation path that contributes to the field points. It is found that the stress has a log|ξ-ξ*|/|ξ-ξ*|1/2 singularity in the coefficient of the delta function of the forming Mach front, implying that for this phenomenon the Volterra dislocation model has too strong a discontinuity (step-function) in the displacement to be meaningful. A ramp-core displacement dislocation model analysis, which removes the singularity in the stress, is presented. These results can be useful in a multiscale dislocation dynamics modeling with inertia effects. 相似文献
993.
Jin Wang 《Fluid Dynamics Research》2008,40(2):155-161
We use a formal asymptotic analysis to study the effects of weak viscosity on interfacial Stokes waves, which are nonlinear, periodic and steady progressive motions between two incompressible fluids. Our results provide a natural representation of viscous contribution to the motion of Stokes waves. 相似文献
994.
考察了结构最小尺寸与材料特征长度量级相当的格栅材料等效性能,建议了基于偶应力理论的格栅材料等效介质模型以及确定等效模量的代表体元模型,给出了相应的位移边界条件. 在此基础上导出了正交各向异性偶应力介质的特征长度表达式和偶应力介质梁的抗弯刚度表达式,定义了偶应力影响因子\delta以表征梁的偶应力效应. 具体计算了几种典型的格栅材料的等效偶应力模量以及格栅梁在一定工况下的挠曲线,并与相应的有限元离散解进行对比,结果表明,等效结果具有较高精度,且当宏观结构的尺寸和微结构尺寸相差不大时,宏观结构表现出强烈的偶应力效应.偶应力介质的特征长度表征了偶应力效应的强弱,进而分析了格栅材料的相对密度,单胞尺寸以及几何构型对等效介质特征长度的影响. 相似文献
995.
Nonlinear flutter of a two-dimension thin plate subjected to aerodynamic heating by differential quadrature method 总被引:1,自引:0,他引:1
The problem of nonlinear aerothermoelasticity of a two-dimension thin plate in supersonic airflow is examined. The strain-displacement relation of the von Karman's large deflection theory is employed to describe the geometric non-linearity and the aerodynamic piston theory is employed to account for the effects of the aerodynamic force. A new method, the differential quadrature method (DQM), is used to obtain the discrete form of the motion equations. Then the Runge-Kutta numerical method is applied to solve the nonlinear equations and the nonlinear response of the plate is obtained numerically. The results indicate that due to the aerodynamic heating, the plate stability is degenerated, and in a specific region of system parameters the chaos motion occurs, and the route to chaos motion is via doubling-period bifurcations. 相似文献
996.
Mechanical properties of lattice grid composites 总被引:1,自引:0,他引:1
An equivalent continuum method only considering the stretching deformation of struts was used to study the in-plane stiffness and strength of planar lattice grid com- posite materials. The initial yield equations of lattices were deduced. Initial yield surfaces were depicted separately in different 3D and 2D stress spaces. The failure envelope is a polyhedron in 3D spaces and a polygon in 2D spaces. Each plane or line of the failure envelope is corresponding to the yield or buckling of a typical bar row. For lattices with more than three bar rows, subsequent yield of the other bar row after initial yield made the lattice achieve greater limit strength. The importance of the buckling strength of the grids was strengthened while the grids were relative sparse. The integration model of the method was used to study the nonlinear mechanical properties of strain hardening grids. It was shown that the integration equation could accurately model the complete stress-strain curves of the grids within small deformations. 相似文献
997.
In the theory of classical mechanics, the two-body central forcing problem is formulated as a system of the coupled nonlinear
second-order deterministic differential equations. The uncertainty introduced by the small, unmodeled stochastic acceleration
is not assumed in the particle dynamics. The small, unmodeled stochastic acceleration produces an additional random force
on a particle. Estimation algorithms for a two-body dynamics, without introducing the stochastic perturbation, may cause inaccurate
estimation of a particle trajectory. Specifically, this paper examines the effect of the stochastic acceleration on the motion
of the orbiting particle, and subsequently, the stochastic estimation algorithm is developed by deriving the evolutions of
conditional means and conditional variances for estimating the states of the particle-earth system. The theory of the nonlinear
filter of this paper is developed using the Kolmogorov forward equation “between the observations" and a functional difference
equation for the conditional probability density “at the observation." The effectiveness of the nonlinear filter is examined
on the basis of its ability to preserve perturbation effect felt by the orbiting particle and the signal-to-noise ratio. The Kolmogorov forward equation, however, is not appropriate for the numerical simulations, since it is the equation for
the evolution of “the conditional probability density." Instead of the Kolmogorov equation, one derives the evolutions for
the moments of the state vector, which in our case consists of positions and velocities of the orbiting body. Even these equations
are not appropriate for the numerical implementations, since they are not closed in the sense that computing the evolution
of a given moment involves the knowledge of higher order moments. Hence, we consider the approximations to these moment evolution
equations. This paper makes a connection between classical mechanics, statistical mechanics and the theory of the nonlinear
stochastic filtering. The results of this paper will be of use to astrophysicists, engineers and applied mathematicians, who
are interested in applications of the nonlinear filtering theory to the problems of celestial and satellite mechanics. Simulation
results are introduced to demonstrate the usefulness of an analytic theory developed, in this paper. 相似文献
998.
999.
1000.
Based on the coupfing between the spin of a particle and gravitoelectromagnetic field, the equation of motion of a spinning test particle in gravitational field is deduced. From this equation of motion, it is found that the motion of a spinning particle deviates from the geodesic trajectory, and this deviation originates from the coupling between the spin of the particle and gravitoelectromagnetic field, which is also the origin of Lense-Thirring effects. In post-Newtonian approximations, this equation gives the same results as those of Mathisson-Papapetrou equation. Effect of the deviation of geodesic trajectory is detectable. 相似文献