Elements of Vorticity Aerodynamics

James C. Wu, Professor Emeritus of Aerospace Engineering of Georgia Institute of Technology, Chairman professor of Shanghai Jiao Tong University and Honorary Professor of the Nanjing University of Aeronautics and Astronautics and of the Beijing institute of Aerodynamics, received his Ph. D. in Mechanical Engineering from University of Illinois. He held teaching and research positions at several universities and research establishments, including Massachusetts Institute of Technology, Gonzaga University, European Atomic Ispra Energy Research Center and Douglas Aircraft Company, where he served as Chief of Aerothermodynamics, before taking his post at Georgia Tech. He is Chief Scientist of Applied Aero, LLC and Chairman of Board of Directors of the Aerospace Science Foundation in the U. S. Professor Wu published extensively in leading technical journals and served on editorial boards and technical committees of many international scientific and engineering journals and societies. He served as consultant in aerodynamics to many academic, industrial, and governmental entities at various places of the world. He was awarded Wessex Institute of Technology (England) Distinguished Scholar Award in 1994 for his research contributions to computational aerodynamics and Friendship Award (China) in 1999 for his contributions to aerospace education. Publication List [1] Ren W., Hu H., Liu H., Wu J.C., An Experimental Investigation on the Asymmetric Wake Formation of an Oscillating Airfoil. AIAA-2013-0794, 2013. [2] Wu J. C. Vorticity-Moment Theorem of Aerodynamics Revisited. International Retreat on Vorticity Aerodynamics. Beijing, August 22, 2009. [3] Wu J. C. Elements of Vorticity Aerodynamics. Tsinghua University Press, Beijing, 2005. [4] Wu J. C. Wang C.M., McAlister K.W., Wake-Integral Determination of Aerodynamic Drag, Lift and Moment in Three-Dimensional Flows. AIAA 2002 0555,2002. [5] Kim G. Wang C.M., Wu J.C., Computation Of Flow Over Wings Using An Integro-Differential Formulation, AIAA-96-1960,1996. [6] Wu J.C., Singh Jatinder, Unsteady Aerodynamics of Nonrigid Bodies Undergoing Time-dependent Motions/Deformations - A Simplified Zonal Approach.AIAA-94-1889,1994. [7] Wang C.M., Wu J. C., Qian P., Unsteady Aerodynamics of Rapidly Pitched Flat Plate Wings. AIAA-91-3262, 1991. [8] Wang C.M., Wu J.C., Tung C., A Numerical Study of General Viscous Flows Around Multi-Element Airfoils.AIAA-90-0572,1990. [9] Wang C. M., Wu J. C., A Numerical Method for Three-Dimensional Viscous Flows. AIAA-90-0236, 1990. [10] Tuncer, I.H., Wu, J.C., Wang, C.M., Theoretical and Numerical Studies of Oscillating Airfoils. AIAA Journal, 28(9):1615-24, 1990. [11] Tuncer I.H., Wu J.C., Wang C.M., Theoretical and Numerical Studies of Oscillating Airfoils.AIAA-89-0021,1989. [12] Hsu A.T., Wu J.C., Vortex Flow Model for the Blade-Vortex Interaction Problem, AIAA Journal,26(5):622-623,1988. [13] Wu J.C., Singh Jatinder, Unsteady Aerodynamics of Non-Rigid Bodies - A Novel Approach. AIAA-88-0565,1988. [14] Sohn M.H., Wu J.C., A Numerical Study of the Weis-Fogh Mechanism. AIAA-87-0238,1987. [15] Wu J.C., Wang C.M., Tuncer I.H., Unsteady Aerodynamics of Rapidly Pitched Airfoils. AIAA-86-1105,1986. [16] Hsu T.M., Wu J.C., Theoretical and Numerical Studies of a Vortex-Airfoil Interaction Problem. AIAA-86-1094,1986. [17] Wang, C.M., Wu J. C., Numerical Solution of Steady Navier-Stokes Problems Using Integral Representations. AIAA Journal, 24(8):1305-1312, 1986. [18] Wu J.C.,Hsu T.M., Tang W., Sankar L.N., Viscous Flow Results for the Vortex-Airfoil Interaction Problem. AIAA-85-4053,1985. [19] Wang C.M.,Wu J.C.,Sankar L.N., Unsteady Aerodynamics of Airfoils Oscillating in and out of Dynamic Stall.AIAA-85-4078,1985. [20] Wu J.C., Sankar N.L., Hsu T.M., Unsteady Aerodynamics of an Airfoil Encountering a Passing Vortex. AIAA-85-0203,1985. [21] Wang C.M., Wu J.C., Numerical Solution of Navier-Stokes Problems Using Integral Representations with Series

Introduction.- Theorems of Helmholtz and Kelvin.- Vorticity Kinematics.- Vorticity Kinetics.- Vorticity-Moment Theorem.- Classical Aerodynamics.- Unsteady Aerodynamics.