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multiphase
- 变幻流动的科学：多相流体力学.pdf，很不错的普及读物，适合研究生入门用-Changing the flow of science: multiphase fluid mechanics. Pdf, very good popular books for graduate students started using
ductS45
- LINES current through a pipeline - FLUID MECHANICS. -LINES current through a pipeline- FLUID MECHANICS.
ArticleRODTS
- Recent developments in MRI applications to rheology and fluid mechanics. Two recent developments using proton MRI velocimetry are reported, that concern both fields of rheology and of fluid mechanics. The first one is a way to get noticeable impr
Fundamentals_of_Fluid_Mechanics_5th
- Fundamentals of Fluid Mechanics fifth edition
jos_stam
- 基于流体力学纳威-斯托克方程（n-s方程）来模拟游戏中烟雾的产生和扩散。-Based on fluid mechanics neville- stokes equation (n- s equation) to simulate the smoke generated in the game and diffusion.
Foundations-of-fluid-mechanics--
- book about fortran for navier stokes equations
TutorialAVRdesde0
- Datasheet complete R. L. Daugherty and J. B.Franzini (1965) Fluid Mechanics, 6th ed. New York: McGraw-Hill, pp.338-349.
Fundamental-Algorithms-...
- Fundamental Algorithms in Computational Fluid Mechanics,介绍计算流体力学的基本方法。又Thomas H. Pulliam, David W. Zingg著-Fundamental Algorithms in Computational Fluid Mechanics written by Thomas H. Pulliam, David W. Zingg
SolidWorksFlowSimulation
- This note explains how to draw an aerofoil in t hree dimensions in SolidWorks and then how to run a simple calculation of the flow over the geometry. SolidWorks is the 3D CAD pa ckage used by the School and this note assumes you ar
fluid-mechanics
- Introduction to fluid mechanics and its principles.
Fluid-Mechanics-by-S-K-Mondal
- fluid mechanics NOTES FOR GATE
书籍computational_fluid_dynamics
- Computational fluid dynamics has been a hot topic of research these last forty years, and several books have been published on this topics. This book concentrates on the numerical of Computational Fluid Mechanics, followed by some focus of new dev
Burgers_equation_2D
- 伯格斯方程是一个模拟冲击波的传播和反射的非线性偏微分方程(Burgers' equation is a fundamental partial differential equation occurring in various areas of applied mathematics, such as fluid mechanics,nonlinear acoustics,gas dynamics, traffic flow. It is named for Johannes Burgers