Li, F., Zhang, D. (2009). A Boubaker Polynomials Expansion Scheme BPES-Related Analytical Solution to Williams-Brinkmann Stagnation Point Flow Equation at a Blunt Body. , 2(4), 25-28.
F.W. Li; D.H. Zhang. "A Boubaker Polynomials Expansion Scheme BPES-Related Analytical Solution to Williams-Brinkmann Stagnation Point Flow Equation at a Blunt Body". , 2, 4, 2009, 25-28.
Li, F., Zhang, D. (2009). 'A Boubaker Polynomials Expansion Scheme BPES-Related Analytical Solution to Williams-Brinkmann Stagnation Point Flow Equation at a Blunt Body', , 2(4), pp. 25-28.
Li, F., Zhang, D. A Boubaker Polynomials Expansion Scheme BPES-Related Analytical Solution to Williams-Brinkmann Stagnation Point Flow Equation at a Blunt Body. , 2009; 2(4): 25-28.

A Boubaker Polynomials Expansion Scheme BPES-Related Analytical Solution to Williams-Brinkmann Stagnation Point Flow Equation at a Blunt Body

Iraqi Journal of Applied Physics Letters
Article 1, Volume 2, Issue 4, 2009, Pages 25-28
Authors
F.W. Li; D.H. Zhang
Abstract
An analytic solution is proposed for the problem of Williams-Brinkmann axisymmetric steady flow in vicinity of a stagnation point at a blunt body. The boundary equations governing the Fow are embedded in the main equation system by the mean of the Boubaker Polynomials Expansion Scheme
(BPES). The main differential equations are solved analytically and yield continue and differentiable C solutions which are compared to some published ones so far.
Keywords
Polynomial expansion; Stagnation point; Flow equation; BPES
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