1. Elementary irrotational plane flow  
   R.F. Werner,  Institut für Mathematische Physik, TU Braunschweig, Germany  
2. The Joukowski transformation  
   R.F. Werner,  Institut für Mathematische Physik, TU Braunschweig, Germany  
3. Flow around a cylinder  
   R.F. Werner,  Institut für Mathematische Physik, TU Braunschweig, Germany  
4. Flow around an airfoil  
   R.F. Werner,  Institut für Mathematische Physik, TU Braunschweig, Germany  
5. Conformal mapping  
   Steve Baum, Oceanography Dept., Texas A&M University, College Station, TX  
6. Fluid flow past an inclined flat plate  
   Oliver Kerr, City University Mathematics Department.City University Mathematics Department, London, U. K.  
7. Ideal Fluid Flow and Conservation of Energy and Mass
   Talay, Theodore A., Scientific and Technical Info. Office, NASA, Washington, D.C.
8. Ideal Fluid Flow and Pressure Distribution  
   Talay, Theodore A., Scientific and Technical Info. Office, NASA, Washington, D.C.
9. Fluid Flow in 2D  
   Undergraduate Computational Engineering And Science,  Krell Institute, Inc.
10. The complex potential  
    Environmental Engineering Dept. ,University Of Genoa, Italy  
11. Cylinders  
    Desktop Aeronautics, Inc.m Stanford CA  
12. Potential Flow  
    James A. Fay, MIT; Annica Warrick, Math. Dept., University of Newcastle upon Tyne, U. K.
13. Plane Irrotational Flows  
    James A. Fay, MIT; Marie Hwang, Math. Dept., University of Newcastle upon Tyne, U. K.  
14. Bernoulli's Equation: for Ideal Fluid Flow   
    Richard Vawter, Physics Dept., Western Washington Univ., Bellingham, WA  
15. Irrotational flow around a Joukowski airfoil  
    Commonwealth Sci. and Industrial Res. Org. (CSIRO) Math. and Information Sciences, Australia  
16. Potential Flows   
    Leon van Dommelen, Mechanical Engr. Dept., Florida State Univ., Tallahassee, FL   
17. Incompressible flow in fixed 2D domains  
    Virtual Album of Fluid Motion, Fachbereich Mathematik,Universität Dortmund, Germany  
18. The Java Virtual Wind Tunnel applet   
    David Oh, Aeronautics & Astronautics Dept., Massachusetts Institute of Tech., Cambridge, MA  
19. Panel  Method  applet   
    William J. Devenport; Bharadwaj Vadapalli, Dept. of Aerospace, Virginia Tech., Blacksburg, VA  
20. Potential Flow applet    
    Kenneth G. Powell, Aerospace Engineering, Univ. of Michigan, Ann Arbor, MI  
21. 2D Airfoil Flow applet  
    Kenneth G. Powell, Aerospace Engineering, Univ. of Michigan, Ann Arbor, MI  
22. Venturi Tube Simulation applet     
    Spyros A. Kinnas, Civil Engineering Dept., University of Texas, Austin, TX
23. Fluid Flow Animations  
    Gerald Recktenwald, Mechanical Engr. Dept.,  Portland State Univ., Portland, OR
24. High Speed Flows PDF  
    Guangda Li, Massachusetts Institute of Tech., Cambridge, MA  
25. Ideal Fluid Flow PDF  
    Marine Hydrodynamics, Massachusetts Institute of Tech., Cambridge, MA  
26. Ideal Fluid Flow PDF  
    College of Engineering, North Carolina State University, Raleigh, NC  

 Return to the Complex Analysis Project

(c) John H. Mathews 2003