TY  - JOUR
UR  - http://fmipa.uny.ac.id
N2  - Free convection flow is heat transfer on fluid caused by buoyancy forces because of density difference. We further use The boundary layer theory to obtain governing equations. The governing equations are further transformed into non-dimensional and then transformed into the non-similar governing equation. The non-similar governing equations are solved numerically by using explicit finite difference method. The numerical results are analyzed correlation viscoelastic and Prandtl number with velocity and temperature profile. Based on the numerical results of free convection flow of viscoelastic fluid past over a sphere, we obtained that the velocity  profile decreases when we apply the increasing in the values of viscoelastic and Prandtl number. The temperature profiles increases with the increasing in the values of viscoelastic, but decreases when the values of Prandtl number increases.
Keywords: Navier-Stokes, Explicit Finite Difference Method, Viscoelastic, Prandtl number Mathematics Subject Classification: 65C20, 65M06, 76A10, 76D05, 76D10
SN  - 978-979-96880-8-8
AV  - public
A1  - Wayan Rumite, .
A1  - Basuki Widodo, .
A1  - Chairul Imron, .
TI  - THE NUMERICAL SOLUTION OF FREE CONVECTION FLOW OF VISCOELASTIC FLUID PAST OVER A SPHERE
PB  - Faculty of Mathematics and Sciences Yogyakarta State University
JF  - Proceeding of  International Conference On Research, Implementation And Education  Of Mathematics And Sciences 2015 (ICRIEMS 2015), Yogyakarta State University, 17-19 May 2015
ID  - UNY23320
Y1  - 2015///
ER  -