'Continuity equation' presentation slideshows

Channel Routing

Channel Routing. Simulate the movement of water through a channel Used to predict the magnitudes, volumes, and temporal patterns of the flow (often a flood wave) as it translates down a channel. 2 types of routing : hydrologic and hydraulic.

948 views • 68 slides

Cascade Gas Dynamics

704 views • 64 slides

Chapter 3: Steady uniform flow in open channels

2.22k views • 51 slides

Fluid Dynamics

870 views • 50 slides

A cell-integrated semi-Lagrangian semi-implicit integration scheme: Basic hydrostatic formulations and preliminary tes

A cell-integrated semi-Lagrangian semi-implicit integration scheme: Basic hydrostatic formulations and preliminary tests in the HIRLAM system. . Eigil Kaas, University of Copenhagen (from 1st April). Peter Hjort Lauritzen, NCAR, Boulder CO. Karina Lindberg and Bennert Machenhauer, DMI.

635 views • 34 slides

Physical aspects of the BZ-process

Physical aspects of the BZ-process. Serguei Komissarov University of Leeds UK. Plan of this talk. 3+1 formulation of Black Hole Electrodynamics : Macdonald & Thorne versus Landau and Komissarov ; Magnetohydrodynamics (MHD) versus Magnetodynamics (MD) ;

430 views • 30 slides

Lecture 18 - Eulerian Flow Modeling Applied Computational Fluid Dynamics

1.37k views • 25 slides

FEM study of the faults activation

380 views • 25 slides

Session 3, Unit 5 Dispersion Modeling

Session 3, Unit 5 Dispersion Modeling. The Box Model. Description and assumption Box model For line source with line strength of Q L Example. A More Realistic but Simple Approach. Basic assumption: Time averaged concentration is proportional to source strength

809 views • 22 slides

Keiichi Kimura, Katsuya Nagayama, Yosuke Inatsu, Panart Khajornrungruan Department of Mechanical Information Science and

A lodestar on pad groove pattern design with slurry flow analysis and visualization experiments in CMP process. 2006 ICPT. Keiichi Kimura, Katsuya Nagayama, Yosuke Inatsu, Panart Khajornrungruan Department of Mechanical Information Science and Technlogy, Kyushu Institute of Technology

626 views • 22 slides

The formation of stars and planets

The formation of stars and planets . Day 1, Topic 3: Hydrodynamics and Magneto-hydrodynamics Lecture by: C.P. Dullemond. In astrophysics: ideal gas (except inside stars/planets):. For typical H 2 /He mixture:. Sometimes assume adiabatic flow:. Equations of hydrodynamics.

217 views • 21 slides

Lecture 21

Lecture 21. Goals:. Chapter 15, fluids . Assignment HW-8 due Tuesday, Nov 15 Wednesday: Read through Chapter 16. Fluids. Another parameter Pressure (force per unit area) . P=F/A. SI unit for pressure is 1 Pascal = 1 N/m 2. The atmospheric pressure at sea-level is.

317 views • 19 slides

Chapter 6 Differential Analysis of Flow

Chapter 6 Differential Analysis of Flow. CE30460 - Fluid Mechanics Diogo Bolster. Chapter Goals . Kinematics of given flow field Continuous Continuity Equation Navier -Stokes and Specific Solutions Concepts of Potential Flow. Kinematics.

338 views • 18 slides

Lectures on CFD Fundamental Equations

778 views • 16 slides

Topic I. 9. Water Supply Networks Dimensioning

Topic I. 9. Water Supply Networks Dimensioning. Determination of Design Water Flowrates (Water Quantities) Design Flows Division Take off (distributed) flow Crossover flow Fire flow. Determination of Design Water Flowrates (Water Quantities). Take off (Distributed) Flow

377 views • 15 slides

Elementary Mechanics of Fluids

Elementary Mechanics of Fluids. CE 319 F Daene McKinney. Momentum Equation. Momentum Equation. Reynolds Transport Theorem. b = velocity; B sys = system momentum. Vector equation -- 3 components, e.g., x. T=15 o C. v =20 m/s. d=30 mm. Tank m=20 kg V o =20 L. Ex (6.3).

373 views • 15 slides

Stream Function & Velocity Potential

Stream Function & Velocity Potential. Stream lines/ Stream Function ( Y ) Concept Relevant Formulas Examples Rotation, vorticity Velocity Potential( f ) Concept Relevant Formulas Examples Relationship between stream function and velocity potential Complex velocity potential.

1.88k views • 14 slides

Simulation of Polymer Morphology in Nano-feature Replication

Simulation of Polymer Morphology in Nano-feature Replication. Yingrui Shang & David Kazmer Department of Plastics Engineering UML Nanomanufacturing Center. Application Fast fabrication of polymer products with nano-scale features

259 views • 14 slides

Introduction to the TOPMODEL

Introduction to the TOPMODEL. Venkatesh Merwade. Brief History. Development Initiated by Prof. Mike Kirkby, School of Geography, University of Leeds in 1974. First version programmed by Keith Beven in Fortran IV (Who is currently the head of group working on the model at Lancaster University)

411 views • 13 slides

Air bubble formation and dissolution in dispensing nanoimprint lithography

Air bubble formation and dissolution in dispensing nanoimprint lithography. Xiaogan Liang, Hua Tan, Zengli Fu, and Stephen Y Chou . Nanotechnology, 17 Jan 2007 . William Casper-Ortiz Mechanical Engineering Dept. UC Berkeley. Significance.

562 views • 11 slides