In this paper an attempt is made to solve the problem of the use of electromagnetic equations to determine the stress wave propagation in a visco-elastic finite thin rod of Maxwell Type in a magnetic field by using finite fourier sine transform and Laplace transforms.
REFERENCES
1.
Fodor
Gyorgi
, Laplace transform in Engineering, Publishing house of the Hungarian Academy of sciences, (Budapast
. 1965
).2.
Sikha
Ghosh
, and D.C.
Sanyal
, Unsteady flow of a dusty VISCOUS fluid through concentric circular cylinders
The Mathematics Education
Vol. XXIX
, No. 1
(March 1995
).3.
Guha
D.K.
, “Flow of a dusty Viscous gas through a circular tube with Pressure gradient as any function of time
”, Bull. cal. Math. Soc.
, 74
, 333
–338
(1982
).4.
5.
E.H.
Lee
, and I.
Kanter
, “Wave Propagation in finite rod of visco elastic materials
”. J. of Appl. Phy.
24
, 9
, (1953
).6.
D.H.
Michael
and D.A.
Miller
“Plane Parallel flow of a dusty gas
”, Mathematika
13
, 97
–109
(1966
).7.
D.H.
Michael
and Kelvin-Helmholtz
: “Instability of a dusty gas
”, Proc. comb. Phil. Soc.
, 61
, 569
–571
(1965
).8.
B.B.
Mishra
, Ph.D. Thesis R.U. (1974
).9.
B.B.
Mishra
, Stress wave propugation in a viscoelastic thin rod of Maxwell type in the Presence of transverse magnetic field
. (The Mathematics Education
Vol. XXIX
, No. 1
, March 1995
).10.
P.
Mitra
“Unsteady flow of a dusty viscous in compressible gas through a circular tube under-time dependent pressure gradient
”, bull. Call. Math. Soc.
, 75
, 196
–204
(1983
).11.
P.G.
Saffman
, “On the stability of laminar flow of a dusty gas
”, Jour. Fluid Mech.
, vol. 13
, (1962
), P. 120
–128
.12.
Sneddon
, Ian. H
: The use of integral transformand application, (Mc-Graw-Hill. Inc
1951
).13.
G
Sutton
, and A.
Sherman
, Engineering Magneto hydrodynamics (Mc-Graw-Hill, N.Y
, 1965
).
This content is only available via PDF.
© 2020 Author(s).
2020
Author(s)
You do not currently have access to this content.