• 本文可控脉冲输入临界方法研究平板层流边界层稳定性转捩

    An experimental study on the laminar boundary layer instability and transition was carried out in a flat-plate boundary layer by means of controllable heat pulsing introduced into the critical layer.

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  • 结果表明落差管道流速不大情况下密度层流边界层影响比较明显。

    The computation results showed that the effect of density differences when velocity of flow was small was obvious to the boundary of laminar flow in the elevation difference pipeline.

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  • 以此分析了炽热平板层流边界层可燃气流引燃,给出了描述引燃的着火临界条件。

    The ignition process of combustible gas stream by a heated plate in the laminar boundary layer was analytically considered and the limits of ignition were determined.

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  • 层流边界层方程导出幂律流体轴对称层流自由射流常微分方程给出其方程的数值

    The ordinary differential equation of round laminar jet of power-law fluid is derived, and the solution of this equation by numerical integration is obtained.

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  • 试验研究发现光滑平板边界层,与无限边界绕流平板边界层一样沿平板层流边界层转捩紊流边界层三部分。

    Like in an infinite flow, we find that laminar boundary layer, transition region and turbulent boundary layer also exist along a flat plate in open channel flow boundary layers.

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  • 边界层流动特征参数明显不同层流湍流,转捩流动这些特征直接影响着流体的动力、传热特性。

    The characteristic parameters of fluid during the transition in boundary layer are obviously different from that of the laminar flow or the turbulent flow.

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  • 利用边界层减阻加热管道中,为了计算管道加热的热流量,除了热边界层流动流体传热外,需考虑整个管道的热损失

    The many kinds of heat losses of fluid flow on the temperature boundary layer in pipeline are a part of the total heat flux.

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  • 本文利用朗之万分子动力学数值研究粗糙固体边界层表面的脱钉特性。

    Using Langevin molecular dynamics simulation, we investigate numerically the depinning dynamics of fluid monolayer at a rough solid boundary.

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  • 采用动量积分方法推出了管道流动中的速度边界层方程,给出了管道层流紊流时速度边界层核心区中的速度分布边界层厚度解析结果,并冯。

    The analysis result of velocity distribution and boundary layer thickness is put forward in the boundary layer and cored region for laminar and turbulent flow of pipeline.

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  • 协同原理基于稳态层流边界层积分方程得到的,其正确性已得到实验数值验证。

    Field synergy principle is based on the steady state laminar thermal boundary layer integral equations and has been validated by the experimental data and numerical simulations.

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  • 协同原理基于稳态层流边界层积分方程得到的,其正确性已得到实验数值验证。

    Field synergy principle is based on the steady state laminar thermal boundary layer integral equations and has been validated by the experimental data and numerical simulations.

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