TY - JOUR
T1 - Heat Transfer Exploration of MHD Flow Stream with Changing Viscosity and Thermal Conductivity due to Expandable Surface
AU - Kemparaju, M. C.
AU - Lavanya, Bommanna
AU - Nandeppanavar, Mahantesh M.
AU - Raveendra, N.
N1 - Funding Information:
Authors are thankful to the referee for the valuable suggestions who help to improve the quality of this manuscript and also support of our institutional departments
Publisher Copyright:
© 2021,Mathematical Modelling of Engineering Problems.All Rights Reserved
PY - 2021/12
Y1 - 2021/12
N2 - In this paper an examination is completed to explore the influence of variable thickness and variable thermal conductivity on MHD stream. We have considered the governing stream and heat transfer conditions as partial differential equations. These non-linear partial differential equations are changed to non-linear ordinary differential equations at that point explained numerically utilizing fourth order RK strategy with shooting procedure. The influence of governing factors on velocity and temperature is concentrated through diagrams and numerical estimations of skin frictions and wall temperature inclination are determined, classified and examined
AB - In this paper an examination is completed to explore the influence of variable thickness and variable thermal conductivity on MHD stream. We have considered the governing stream and heat transfer conditions as partial differential equations. These non-linear partial differential equations are changed to non-linear ordinary differential equations at that point explained numerically utilizing fourth order RK strategy with shooting procedure. The influence of governing factors on velocity and temperature is concentrated through diagrams and numerical estimations of skin frictions and wall temperature inclination are determined, classified and examined
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U2 - 10.18280/mmep.080615
DO - 10.18280/mmep.080615
M3 - Article
AN - SCOPUS:85123508023
SN - 2369-0739
VL - 8
SP - 955
EP - 960
JO - Mathematical Modelling of Engineering Problems
JF - Mathematical Modelling of Engineering Problems
IS - 6
ER -