NUMERICAL APPROACH FOR COMPUTING FLUID FLOW VARIABLES FOR THREE-WAY FLOW COMPONENTS IN 1D FLUID FLOW NETWORKS

• 1. 用于流体网络系统中的流体流动控制的方法和系统 [P] . 中国专利： CN103534660B . 2017.03.22
• 2. 在流体网络中产生流体流动 [P] . 中国专利： CN102985831B . 2016.01.20
• 3. NUMERICAL APPROACH FOR COMPUTING FLUID FLOW VARIABLES FOR THREE-WAY FLOW COMPONENTS IN 1D FLUID FLOW NETWORKS [P] . IN2014CH02716A . 2016-01-22

  机译： 一维流体网络中三通组分流体流动变量的数值计算方法

• 4. Numerical approach for computing fluid flow variables for three-way flow components in 1D fluid flow networks [P] . 英国专利： GB201412450D0 . 2014-08-27

  机译： 计算一维流体网络中三向流动分量流体流量变量的数值方法

• 5. Seal for sealing flow path in fluidic component contained in e.g. biological sample, has a sealing cover and flowable material arranged relative to each other, such that the flowable material flows in direction of fluidic component [P] . 德国专利： DE102011082794A1 . 2013-03-21

  机译： 用于密封流路的密封件生物样品，具有密封盖和相对于彼此布置的可流动材料，使得可流动材料沿流体成分的方向流动

• 1. Lattice Boltzmann Flux Solver: An Efficient Approach for Numerical Simulation of Fluid Flows [J] . Shu Chang, Wang Y, Yang L M, 南京航空航天大学学报（英文版） . 2014,第001期
• 2. Nonlinear fluid flow through three-dimensional rough fracture networks:Insights from 3D-printing, CT-scanning, and high-resolution numerical simulations [J] . Bo Li, Jiafei Wang, Richeng Liu, 岩石力学与岩土工程学报（英文版） . 2021,第005期
• 3. APS -70th Annual Meeting of the APS Division of Fluid Dynamics- Event - Energetic Variational Approach to Multi-Component Fluid Flows [J] . Arkadz Kirshtein, Chun Liu, James Brannick Bulletin of the American Physical Society . 2017,第14期
• 4. Novel Numerical Approach for 1D Variable Density Shallow Flows over Uneven Rigid and Erodible Beds [J] . Luca Cozzolino, Luigi Cimorelli, Carmine Covelli, Journal of Hydraulic Engineering . 2014,第3期
• 5. Integrated radial-basis-function networks for computing Newtonian and non-Newtonian fluid flows [J] . N. Mai-Duy, T. Tran-Cong Computers & Structures . 2009,第11a12期
• 6. 1D Thermo-Fluid Dynamic Modeling of Reacting Flows inside Three-Way Catalytic Converters [C] . G. Montenegro, A. Onorati SAE World Congress . 2009
• 7. Numerical simulation of stratified flows and droplet deformation in two-dimensional shear flow of Newtonian and viscoelastic fluids. [D] . Chinyoka, Tirivanhu. 2004
• 8. Numerical Modeling of Interstitial Fluid Flow Coupled with Blood Flow through a Remodeled Solid Tumor Microvascular Network [O] . M. Soltani, P. Chen -1
• 9. Direct numerical simulation of complex multi-fluid flows using a combined immersed boundary (IB) and volume of fluid (VOF) approach [O] . Deen Niels G., Sint Annaland Martin van, Kuipers J.A.M. 2006
• 10. Finite Element Method for Free-Surface Flows of Incompressible Fluids in Three Dimensions, Part II: Dynamic Wetting Lines;International Journal for Numerical Methods in Fluids [R] . Baer, T. A. , Cairncross, R. A. , Rao, R. R. , 1999

• 1. Computing the Pressure Drop of Nanofluid Turbulent Flows in a Pipe Using an Artificial Neural Network Model [J] . Mahmoud S. Youssef ,Ayman A. Aly ,El-Shafei B. Zeidan . 流体动力学（英文） . 2012,第4期
• 2. Application of Stochastic Fracture Network with Numerical Fluid Flow Simulations to Groundwater Flow Modeling in Fractured Rocks [J] . Wang Mingyu The University of Arizona Tucson Arizona USA 85721 ,Department of Water Resources and Environmental Engineering China University of Geosciences Beijing 100083Chen Jinsong Wan Li Department of Water Resources and Environmental Engineering . 中国地质大学学报：英文版 . 2001,第3期
• 3. Numerical Feasibility Study of a Wax Cold Flow Approach for Subsea Tie-In Flowlines Using a 1D Mechanistic Multiphase Flow Simulator [J] . Diana González ,Milan Stanko ,Michael Golan . 工程（英文）（1947-3931） . 2018,第3期
• 4. 一种低温流体空化流动的数值计算方法 [C] . 时素果 ,王国玉 ,陈广豪 . 2011年中国工程热物理学会热机气动热力学与流体机械学术会议 . 2011
• 5. 基于一维流动的不可压流体网络实时模型及算法研究 [A] . 徐英虎 . 2009