Modal testing is performed for the characterization of structure dynamics, diagnostics, and condition monitoring. Modal analysis is also used for the detection of sources of vibrations, design optimizations and as comparison data to improve computation results. For open surfaces in the automotive and aerospace industries, the modal testing is often performed using scanning laser vibrometers. In the case of partially closed structures such as machine tools, vibration measurement is typically conducted using three-axial accelerometers. This paper presents a novel approach to performing modal analyses using a single laser tracking-interferometer. First, tracking-interferometers are introduced – followed by an explanation of the modal testing using this device. A holistic measurement method for modal testing is introduced and the individual functionalities are explained as follows. The principle for three-dimensional dynamic measurement is discussed and the performance of the tracking-interferometer measurements in beam direction and in lateral directions are benchmarked against alternative measurement methods. Three-dimensional measurements are presented, including the coordinate transformation and modal analysis results of a machining center. Dynamic measurements and tracking-interferometer-aided geometric model design are presented along with the multiangulation-based position detection for the interferometer head.
[1]
Joseph L. Awange,et al.
Gröbner bases, multipolynomial resultants and the Gauss-Jacobi combinatorial algorithms -adjustment of nonlinear GPS/LPS observations-
,
2002
.
[2]
Peter Avitabile,et al.
COMPARISON OF 3D LASER VIBROMETER AND ACCELEROMETER FREQUENCY MEASUREMENTS
,
2009
.
[3]
Joseph L. Awange,et al.
Groebner-basis solution of the three-dimensional resection problem (P4P)
,
2003
.
[4]
K. Lau,et al.
Automatic laser tracking interferometer system for robot metrology
,
1986
.
[5]
Christian Brecher,et al.
Chatter suppression with an active workpiece holder
,
2010,
Prod. Eng..
[6]
J. Awange,et al.
Explicit solution of the overdetermined three-dimensional resection problem
,
2003
.
[7]
David J. Ewins,et al.
Modal Testing: Theory, Practice, And Application
,
2000
.