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Comparison of classical and modern theories of longitudinal wave propagation in elastic rods
Shatalov, M
;
Fedotov, I
;
Tenkam, HM
;
Marais, J
(
2011-01
)
Longitudinal vibrations of a Rayleigh-Bishop rod
Fedotov, IA
;
Polyanin, AD
;
Shatalov, M
;
Tenkama, EM
(
Pleiades Publishing Ltd.
,
2010
)
Exact solutions and numerical simulation of longitudinal vibration of the Rayleigh-Love rods with variable cross-sections
Shatalov, M
;
Fedotov, I
(
SACAM 2012
,
2012-09
)
On advanced variational formulation of the method of lines and its application to the wave propagation problems
Shatalov, M
(
SACAM 2012
,
2012-09
)
On the resonant behavior of longitudinally vibrating accreting rods
Shatalov, M
;
Manzhirov, A
;
Fedotov, I
(
SACAM 2012
,
2012-09
)
Longitudinal vibration of isotropic solid rods: from classical to modern theories
Shatalov, M
;
Marais, J
;
Fedotov, I
;
Tenkam, MJ
(
InTech Open
,
2011-12
)
Rayleigh-Love model of longitudinal vibrations of conical and exponential rods: Exact solutions and numerical simulation by the method of lines
Shatalov, M
;
Schiesser, W
;
Polyanin, A
;
Fedotov, I
(
Curran Associates
,
2011-07
)
Parametric identification of the model with one predator and two prey species
Shatalov, M
;
Greeff, JC
;
Joubert, SV
;
Fedotov, I
(
Buffelspoort TIME 2008 Peer-reviewed Conference Proceedings
,
2008-09
)
Theory of longitudinal vibrations of an isotropic bar based on the Midlin-Herrmann model
Shatalov, M
;
Fedetov, I
;
Tenkam, HMD
(
South African Conference on Applied Mechanics (SACAM) 2008
,
2008-03
)
Novel method of interpolation and extrapolation of functions by a linear initial value problem
Shatalov, M
;
Fedotov, I
;
Joubert, SV
(
Buffelspoort TIME 2008 Peer-reviewed Conference Proceedings
,
2008-09
)
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