High frequency vibration analysis by the complex envelope vectorization

Journal of the Acoustical Society of America

Volumn 121, Issue 6, 2007, Pages 3472-3483

  Giannini, O ^a   Carcaterra, A ^a   Sestieri, A ^a  

^a SAPIENZA UNIVERSITY OF ROME   (Italy)

Author keywords

[No Author keywords available]

Indexed keywords

COMPUTATIONAL COMPLEXITY; NUMERICAL METHODS; ONE DIMENSIONAL; PROBLEM SOLVING; VECTOR QUANTIZATION; VIBRATION ANALYSIS;

FREQUENCY CONTENT; VARIABLE TRANSFORMATION MAPPING; VECTORIZATION; VIBRO-ACOUSTIC PROBLEMS;

ACOUSTIC FIELDS;

ACOUSTICS; ARTICLE; ENERGY; HIGH FREQUENCY OSCILLATION; PRIORITY JOURNAL; SOUND TRANSMISSION; STATISTICAL ANALYSIS; THEORETICAL STUDY; VIBRATION;

ACOUSTICS; FOURIER ANALYSIS; MATHEMATICS; MODELS, THEORETICAL; OSCILLOMETRY; SENSITIVITY AND SPECIFICITY; SPECTRUM ANALYSIS; VIBRATION;

EID: 34249883949     PISSN: 00014966     EISSN: None     Source Type: Journal    
DOI: 10.1121/1.2734402     Document Type: Article

References (18)

1. A. Carcaterra and A. Sestieri, " Complex envelope displacement analysis: A quasistatic approach to vibrations., " J. Sound Vib. 201 (2), 205-233 (1997).
2. R. H. Lyon and R. G. De Jong, Theory and Applications of Statistical Energy Analysis (Butterworth-Heinemann, Cambridge, 1995).
3. D. J. Nefske and S. H. Sung, " Power flow finite element analysis of dynamic systems: Theory and application to beams., " ASME-NCA vol. 3, Statistical Energy Analysis (1987).
4. J. C. Wohlever and R. J. Bernhard, " Mechanical energy flow models of rods and beams., " J. Sound Vib. 153 (1), 1-19 (1992).
5. M. N. Ichchou, A. Le Bot, and L. Jezequel, " Energy models of one-dimensional multi propagative systems., " J. Sound Vib. 201, 535-554 (1997).
6. A. Le Bot, " Geometric diffusion of vibrational energy and comparisons with the vibrational conductivity analysis., " J. Sound Vib. 21, pp. 637-647 (1998).
7. R. S. Langley, " A wave intensity technique for the analysis of high frequency vibrations., " J. Sound Vib. 159 (3), pp. 483-502 (1992).
8. A. Carcaterra and A. Sestieri, " Complex envelope vectorization: A new approach to vibroacoustic problems., " Proceedings of Recent Advances in Structural Dynamics, Southampton, (2003).
9. A. Carcaterra and A. Sestieri, " Plate vibration by complex envelope vectorization., " Proc. Int. Seminar on Model Analysis 2002, Leuven (Belgium) (2002).
10. R. H. Lyon and G. Maidanik, " Power flow between lineary coupled oscillators., " J. Acoust. Soc. Am. 34 (5), 623-639 (1962).
11. B. Mace, " Statistical energy analysis, energy distribution models and system modes., " J. Sound Vib. 264 (2), pp. 391-409 (2003).
12. P. J. Shorter and R. S. Langley, " Vibroacoustic analysis of complex systems., " J. Sound Vib. 288, 669-699 (2005).
13. R. S. Langley and P. G. Bremner, " A hybrid method for the vibrational analysis of complex structural-acoustic systems., " J. Acoust. Soc. Am. 105, 1657-1671 (1999).
14. E. H. Dowell and D. Tang, Dynamics of very high dimensional systems, World Scientific, Singapore (2003).
15. G. Orefice, J. L. Guyader, and C. Cacciolati, " The energetic mean mobility approach (EMMA)., " Proc. Int. Union on Theoretical and Applied Mechanics Symposium on Statistical Energy Analysis, Southampton, (1997).
16. N. L. Wolff and R. L. Weaver, " Towards a diffusion model of acoustic energy flow in large undamped structures., " J. Sound Vib. 288, 729-749 (2005).
17. R. L. Weaver and O. J. Lobkis, " Anderson localization in coupled reverberation rooms., " J. Sound Vib. 231 (4), 1111-1134 (2000).
18. A. Carcaterra, " Ensemble energy average and energy flow relationships for nonstationary vibrating systems., " J. Sound Vib. 288, 751-790 (2000).