Version-1 (Jan-Feb 2016)
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| Paper Type | : | Research Paper |
| Title | : | Solution of MHD Effect on Transient Free Convection Flow past a Vertical Plate with Variable Temperature and Chemical Reaction of First Order. |
| Country | : | India |
| Authors | : | Rudra Kr. Das || Bhaben Ch.Neog || ArupJyoti Sarma |
ABSTRACT: The first order chemical reaction effects on transient free convective flow of a viscous incompressible flow past a vertical plate with mass transfer in the presence of magnetic field is considered. Solutions of the governing equations are obtained by the Laplace transform method and are presented graphically for the different values of physical parameters. It is observed that magnetic field parameter and chemical reaction parameter influence the velocity and concentration profiles significantly. Key words: Chemical Reaction, Free Convection, MHD, Variable Temperature
[1] Abramowitz B. M. and Stegum I. A.(1965) : Handbook of Mathematical Functional function, Dover Publications, NewYork.
[2] Chaudhary R. C. and Jain A. (2009): MHD heat and mass diffusion flow by natural convection past a surface embedded in a porous medium, Theoret. Appl. Mech., 36(1),1-27
[3] Das U. N., Deka R. K. and Soundalgekar V. M. (1994): Effects of mass transfer on flow past an impulsively started vertical infinite plate with constant heat flux and chemical reaction, Forschung in Ingenieurwesen, 60, 284-287.
[4] Das U. N., Deka R. K. and Soundalgekar V. M.(1998) : Effect of Mass Transfer on Flow Past an Impulsively Started Infinite Vertical Plate With Chemical Reaction, GUMA Bulletin, 5, 13-20
[5] Das U.N., Deka R.K. and Soundalgekar V.M. (1999): Transient free convection flow past an infinite vertical plate with periodic temperature variation, Journal of Heat Transfer, Trans. ASME, 121, 1091-1094.
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| Paper Type | : | Research Paper |
| Title | : | Surveying Students` Misconceptions and Understanding in Nuclear Physics |
| Country | : | India |
| Authors | : | Rakesh Rathore |
ABSTRACT: In recent years physics education research (PER) has gained lot of prominence in effective delivery
and understanding of physics learning. Understanding students' prior belief in nuclear physics is a first step
towards improving nuclear physics instructions. Hence development of research-based multiple-choice
questions tests about Nuclear Physics is important for assessing student's difficulties and for evaluating
curriculum and pedagogies to reduce the difficulties. Nuclear Physics is taught at the bachelor degree B.Sc.
programme and master degree M.Sc. level in all the colleges and universities of Himachal Pradesh. We explore
the difficulties that the undergraduate B.Sc. and postgraduate M.Sc. students have with nuclear physics.
[1] Halloun A and Hestenes D 1985 The initial knowledge state of college physics students Am.J.Phys. 53 1043-55
[2] C. Singh, Am. J. Phys. 69(8), 885-896 (2001).
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[4] D. Maloney, T.O.Kuma,C.Hieggelke,and A.Heuvelen, Am.J.Phys. 69, S12-S23 (2001).
[5] Ding L, Chabay R, Sherwood B and Beichner R 2006 Evaluating an electricity and magnetism assessment tool:brief electricity and
magnetism assessment Phys. Rev. ST Phys. Educ. Res 2 010105-1–7.
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| Paper Type | : | Research Paper |
| Title | : | Riemannian Laplacian Formulation in Oblate Spheroidal Coordinate System Using the Golden Metric Tensor |
| Country | : | Nigeria |
| Authors | : | N.E.J. Omaghali || S.X.K. Howusu |
ABSTRACT: Studies have shown that most planetary bodies, the sun and earth inclusive, are better described as
oblate spheroids rather than spherical. In this paper, using the Golden Metric tensor, we derive the expression
for the Riemannian Laplacian in Oblate Spheroidal coordinate systems by the method of tensor analysis. The
derived expression for the Riemannian Laplacian in Oblate Spheroidal coordinate systems reduce to pure
Newtonian Laplacian in the limit c0 and contains post-Newtonian correction terms of all orders c-2. The result
obtained here opens the way for applications of the Riemannian Laplacian to all bodies in the Spheroidal
coordinate system.
Keywords: Golden metric tensor, Riemannian Laplacian, Oblate Spheroidal coordinates Post-Newtonian
correction
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[2] J. P. Vint i, Invariant propert ies of the Spheroidal Potent ial of an Oblate Planet, Journal of research of the nat ional Bureau of
Standards, Vol. 70B, No. 1, Jan-March 1966, 1-6.
[3] P. Goldreich, Inclinat ion of Satellite Orbits about an Oblate processing planet , The Astronomical Journal, 70, 1965, 5-9.
[4] W.L. Gates, Derivat ion of the equat ions of atmospheric mot ion in oblate spheroidal coordinates, Journal of the Atmospheric
Science, Vol.61, 2004, 2478-2487.