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- Two classes of numerical methods based on FD-WENO schemes were recommended for solving nonconservative compressible ideal fluid dynamics equations. 以求解双曲守恒律组的FD-WENO格式为基础提出了两类用于求解非守恒可压缩理想流体力学方程组的数值方法。
- ideal fluid dynamics 理想流体动力学
- Geophysical Fluid Dynamics Laboratory uS? 地球物理学流体动力实验室?
- Fluid dynamics powers our airplanes. 流体动力学的权力，我们的飞机。
- So,it is a powerful tool to study fluid dynamics. 因此是研究流体动力学有力的工具。
- One concerned fluid dynamics, and the other N-body simulations. 一个涉及到流体动力学,另一个涉及N-body模拟。
- Post-Newton metric was got inside and outside a uniform uncompressed ideal fluid oblate ellipsoid at rigid rotation. 摘要在后牛顿近似下，得到由均匀不可压缩理想流体在刚体自转下形成的扁球体的内外度规。
- This paper gives the Lagrangian Formalism and Euler Formalism energy equation, and discusses the stationary flow of ideal fluid by energy equation. 给出拉格朗日型和欧拉型能量方程，并用能量方程讨论了理想流体稳定流动.
- Based on Euler s equation in the ideal fluid,a wave-body interaction computation scheme is formulated by the finite element method (FEM). 本文利用理想流体的欧拉方程和用有限元方法建立了波体干扰计算模型。
- Richard H.F. Pao , Fluid Dynamics , Charles E. Merrill books , Inc.(1973). 朱俊龙;流体饱和之多孔弹性固体波传特性;硕士论文(2000).
- L. Euler formulated the Euler equation to describe the motion of an ideal fluid (inviscid fluid) in 1755 [26] Navier derived, in 1822, the Navier-Stokes equationto describe the motion law of viscous fluid [76]. Euler于1755年建立了描述理想流体(即无粘性流体)运动的Euler方程 Navier于1822年建立了Navier-Stokes方程用于描述粘性流体的运动规律。
- This paper gives the hydrostatic pressure expression for ideal fluid and the Bernoulli"s equation for steady flow state in uniformly rotation frame reference.And two applied examples are given. 给出了相对转动参照系静止的理想流体内部的压强及稳定流动时的伯努利方程，并应用导出的压强公式和伯努利方程求解了两个问题.
- The geometric models of eccentric annuli flow field were established in the computational fluid dynamics PHOENICS-VR. 摘要在流体计算软件PHOENICS的VR编辑环境中，建立了偏心环空流场几何模型。
- Starting from the Principle of Work and Energy,a detailed study of the Bernoulli's Equations of ideal fluid in the non-inertia frame of reference is performed and the application is also discussed. 以绕竖直轴匀速转动乐和绕竖直轴匀速转动并沿轴向匀加速系为例,在非惯性系中推导出理想流体沿径向的伯努利方程,并给出应用例。
- Use to describe the plasma electrodynamics, and thus developed is called a magnetic fluid dynamics theory. 描述等离子体要用到电动力学，并因此发展起来一门叫做磁流体动力学的理论。
- V. L. Streeter, ed., “Handbook of Fluid Dynamics,” New York: McGraw-Hill, 1961. 钟明吉、龚杰、陈维方，流体力学，全华科技图书股份有限公司，民84年8月，第8章。
- Besides the significance in theory, they can be the standard solutions for computational fluid dynamics (CFD). 所得结果具有重要理论意义，可以为数值计算提供标准解。
- Discrete Vortex Method (DVM) is a very important numerical approach in Computational Fluid Dynamics. 摘要离散涡方法已成为计算流体力学中倍受人们青睐的一种数值方法。
- With the single Lagrangian method, deformation and stress of a rectangular thin plate in different density ideal fluids in a tank placed horizontally were studied. 摘要应用单一拉格朗日法，对一水平放置贮液箱中、位于不同密度的理想流体层间的矩形薄板的变形、应力问题进行研究。
- A visualization algorithm of fluid dynamics simulation on the GPU is presented in this paper. 提出了一种基于GPU的流体动力学可视化方法。
