The vibration-power transmission is often applied as a quantity to describe the structure-borne sound transmission in a vibration system and is, therefore, of major interest for machine manufactures. Well-developed theories about power transfer for multi-point coupled systems exist, especially, for structure-borne sound characterization. However, a theoretic analysis of area coupled systems is still a research topic because a direct measurement of vibration-power transmission in the contact interface for such systems is not possible. This paper introduces a strategy to investigate the vibration power transmission in such systems by using a finite element model which is updated by the so-called “model updating technique” based on experimental modal analysis, which is performed by a laser scanning Doppler vibrometer, in opposite to conventionally by accelerometer. The strategy is demonstrated on a simple test assembly and the estimated power transmission is derived.

1.
G. J.
O’Hara
, “
Mechanical Impedance and Mobility Concepts
,”
The Journal of the Acoustical Society of America
41
,
1180
1184
(
1967
).
2.
J. M.
Mondot
and
B.
Petersson
, “
Characterization of Structure-borne Sound Sources
,”
Journal of Sound and Vibration
114
,
507
518
(
1987
).
3.
A. T.
Moorhouse
, “
On the characteristic power of structure-borne sound sources
,”
Journal of Sound and Vibration
248
,
441
459
(
2001
).
4.
ISO 9611, “
Characterization of sources of structure-borne sound with respect to sound radiation from connected structures
,”
The International Organization for Standardization
(
1996
)
5.
J.
Dai
,
J. C. S.
Lai
,
H. M.
Williamson
and
Y. J.
Li
, “
Investigation of Vibration Power Transmission over a Rectangular Excitation Area Using Effective Point Mobility
,”
Journal of Sound and Vibration
225
,
831
844
(
1999
).
6.
M.
Mayer
, “
Zum Einfluss von Fuegestellen auf das dynamische Verhalten zusammengesetzter Strukturen
,” Ph.D. thesis,
University of Stuttgart
,
2007
.
7.
U.
Bittner
, “
Strukturakustische Optimierung von Axialkolbeneinheiten
,” Ph.D. thesis,
Karlsruhe Institute of Technology
,
2012
.
8.
A.
Sharma
,
W.
Mueller-Hirsch
,
S.
Herold
and
T.
Melz
, “
Non-homogeneous localized kelvin-voigt model for estimation of dynamical behavior of structures with bolted joints
,”
Proc. of 11th. World Congress on Computational Mechanics (WCCM XI)
, (
2014
).
9.
E.
Dascotte
, “
Model updating for structural dynamics: past, present and future outlook
,”
Proc. of International Conference on Engineering Dynamics (ICFD)
, (
2007
).
10.
A. B.
Stanbridge
and
D. J.
Ewins
, “
Moddal Testing Using a Scanning Laser Doppler Vibrometer
,”
Mechanical Systems and Signal Processing
13
,
255
270
(
1999
).
11.
L.
Cremer
,
M.
Heckl
and
B.A.T.
Petersson
,
Structure-Borne Sound
(
Springer-Verlag
,
Berlin
,
2005
), pp.
20
21
.
12.
M.
Ohlrich
, “
Structure-borne sound sources and their power transfer
,”
Proc. of Inter-Noise 2001
, (
2001
), pp.
847
858
.
13.
R. J.
Allemang
, “
The Modal Assurance Criterion – Twenty Years of Use and Abuse
,”
Sound and Vibration
, (
2003
), pp.
14
20
.
This content is only available via PDF.
You do not currently have access to this content.