Mini Review
On Computational Modeling and Analysis of Transonic Aerodynamics
Jun Yu* and Aliza George
College of Engineering and Mathematical Sciences, University of Vermont, Burlington, USA
Jun Yu, Department of Mathematics and Statistics, College of Engineering and Mathematical Sciences, University of Vermont, Burlington, Vermont, USA.
Received Date: July 26, 2021; Published Date: August 04, 2021
Abstract
There are many important research results in computational modeling and analysis of transonic aerodynamics over the years. The development of a mixed finite difference algorithm by Murman and Cole, for example, solves the steady transonic small-disturbance equation and captures the embedded shock waves naturally. Since then, many extensions and improvements have been made. These include the studies of different models involving higher dimension, moist air, and combustion. Algorithm using approximate factorization technique, in particular, allows accurate and efficient solution for the unsteady transonic case and is useful in realistic aircraft design.
Keywords:Transonic small-disturbance equations; Approximate factorization; Finite difference method
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Jun Yu, Aliza George. On Computational Modeling and Analysis of Transonic Aerodynamics. Glob J Eng Sci. 8(2): 2021. GJES.MS.ID.000682.
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