Journal articles · 2015
Numerical solution of mixed convective laminar boundary layer flow around a vertical slender body with suction or blowing
American Journal of Applied Mathematics · Volume 3 · Issue 1 · Pages 14–20
Abstract
In this paper, the numerical solution of mixed convective laminar boundary layer flow around a vertical slender body with suction or blowing has been investigated. Firstly, the governing boundary layer partial differential equations have been made dimensionless and then simplified by using Boussinesq approximation. Secondly, similarity transformations are introduced on the basis of detailed analysis in order to transform the simplified coupled partial differential equations into a set of ordinary differential equations. The transformed complete similarity equations are solved numerically by using computer software. Finally, the flow phenomenon has been characterized with the help of obtained flow controlling parameters such as suction parameter, buoyancy parameter, Prandtl number, body-radius parameter and other driving parameters. Finally the effects of involved parameters on the velocity and temperature distributions are presented graphically. It is found that a small suction or blowing can play a significant role on the patterns of flow and temperature fields.
Publication details
- Category
- Journal articles
- Authors & affiliations
- Venue
- American Journal of Applied Mathematics
- Publisher
- Science Publishing Group
- Record
- Volume 3 · Issue 1 · Pages 14–20
- Published
- January 23, 2015
- Cite this work
Md. Hasanuzzaman, Masud Rabbani, M. M. Touhid Hossain, M. Arif Hossain, R. Nandi. “Numerical solution of mixed convective laminar boundary layer flow around a vertical slender body with suction or blowing”. American Journal of Applied Mathematics, 3(1), 14–20. (2015). https://doi.org/10.11648/j.ajam.20150301.14.
Research topics
- Similarity Solution
- Mixed Convection
- Vertical Slender Body
- Suction or Blowing
- mixed convection
- laminar boundary layer
- vertical slender body
- suction and blowing
- similarity solution
- numerical methods