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Friction-Induced Vibrations and Self-Organization
book

Friction-Induced Vibrations and Self-Organization

by Michael Nosonovsky, Vahid Mortazavi
August 2013
Intermediate to advanced content levelIntermediate to advanced
333 pages
11h 16m
English
CRC Press
Content preview from Friction-Induced Vibrations and Self-Organization
110 Friction-Induced Vibration and Self-Organization
The component notation of this equation is
λ+ +=ρ
=Gu Gu
u
t
k()
ˆˆ
ˆ
(1
,2)
jjkkjj
k
,,
(6.17)
The well-known solution of Equation (6.17) constitutes propagating elastic
waves in the materials. Two types of elastic waves are possible in the body
of an innite elastic space: the so-called P-waves, or dilatational waves, and
the so-called S-waves, or shear waves (Figure6.2a and b). For the dilatational
waves, the displacement of the vibrating particles of the material occurs in
the same direction as the direction of wave propagation. Thus, for a wave
propagating in the x-direction in an innite elastic ...
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Publisher Resources

ISBN: 9781466504011