Three-dimensional unsteady viscous effects can significantly influence the performance of fixed and rotary wing aircraft. These effects are important in both flows about helicopter rotors in forward flight and flows about three-dimensional (swept and tapered) supercritical wings. A computational procedure for calculating such flow field was developed. The procedure is based upon an alternating direction technique employing the Linearized Block Implicit method for solving three-dimensional viscous flow problems. In order to demonstrate the viability of this method, two- and three-dimensional problems are computed. These include the flow over a two-dimensional NACA 0012 airfoil under steady and oscillating conditions, and the steady, skewed, three-dimensional flow on a flat plate. Although actual three-dimensional flows over wings were not obtained, the ground work was laid for considering such flows. In this report a description of the computer code is given. Weinberg, Bernard C. and Chen, Shyi-Yaung and Thoren, Stephen J. and Shamroth, Stephen J. Unspecified Center APPLICATIONS PROGRAMS (COMPUTERS); BOUNDARY LAYER EQUATIONS; COMPUTATIONAL FLUID DYNAMICS; THREE DIMENSIONAL FLOW; UNSTEADY FLOW; USER MANUALS (COMPUTER PROGRAMS); VISCOUS FLOW; WINGS; FLOW DISTRIBUTION; FORTRAN; ROTARY WINGS; SUPERCRITICAL WINGS; SWEPT WINGS...
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