Home / Current Issue / Paper 1700068
Unsteady Laminar Forced Convections In A Pipe Having Sector As Its Cross Section
Subject area: Science,Engineering and Technology · Area of research: Mathematics
Abstract
The purpose of this paper is to analyze the problem of forced convections in liquid flows through sufficiently long straight channel of sector as its cross section. The results are obtained in terms of tabulated Lommel, Bessel and associated functions. The Hankels and sine transform are made use of. In the present work we imagine the following: 1 (a) The flow is laminar and unsteady and liquid properties are constant . (b) Heat source is present in the channel. (c) Flow is undeveloped (both Hydrodynamically and thermally ). (d) The liquid and wall temperature increase or decrease linearly at the same rate in the direction of flow. (e) The axis of the channel and flow direction are in the positive direction of Z-axis.
References
[1] Tao(1961): Journel of heat transfer Trans ASME series C Vol.83 PP 466-472
[2] Sneddon I.N.(1951): Fourier Transforms, McGraw Hill Co. Inc. NewYork , PP 307
[3] Trainter, C.J.: Integral transforms in mathematical Physics.
[4] Erdelye: Higher transcendental functions Mc Graw Hill Co. Inc. NewYork.
[5] Tsangaris, S. Nikas, C. Tsangaris, G., Neofytou P., (2007), Couettle flow of Bingham plastic in a channel with equally porous parallel walls, Journal of Non-Newtonian Fluid Mechanics, 144(1), 42- 48.
[6] Gertzos, K.P., Nikolakopoulos P.G., Papadopoulos C.A., (2008), CFD analysis of Journal bearing
How to cite this paper
@article{1700068,
author = {Dr. Sarvesh Nigam},
title = {Unsteady Laminar Forced Convections In A Pipe Having Sector As Its Cross Section},
journal = {Iconic Research And Engineering Journals},
year = {2017},
volume = {1},
number = {4},
pages = {83-87},
issn = {2456-8880},
url = {https://www.irejournals.com/formatedpaper/1700068.pdf},
abstract = {The purpose of this paper is to analyze the problem of forced convections in liquid flows through sufficiently long straight channel of sector as its cross section. The results are obtained in terms of tabulated Lommel, Bessel and associated functions.
The Hankels and sine transform are made use of. In the present work we imagine the following: 1
(a) The flow is laminar and unsteady and liquid properties are constant .
(b) Heat source is present in the channel.
(c) Flow is undeveloped (both Hydrodynamically and thermally ).
(d) The liquid and wall temperature increase or decrease linearly at the same rate in the direction of flow.
(e) The axis of the channel and flow direction are in the positive direction of Z-axis.},
month = {October},
}