Transversal waves in beams via the network simulation method

Journal of Sound and Vibration

Volumn 283, Issue 3-5, 2005, Pages 997-1013

  Castro, E ^a   Garcia Hernandez M T ^a   Gallego, A ^b  

^a UNIVERSITY OF JAÉN   (Spain)

^b UNIVERSITY OF GRANADA   (Spain)

Author keywords

[No Author keywords available]

Indexed keywords

BENDING (DEFORMATION); BENDING STRENGTH; CODES (SYMBOLS); DYNAMIC MECHANICAL ANALYSIS; ELECTRIC CURRENTS; ELECTRIC POTENTIAL; RELIABILITY; ROBUSTNESS (CONTROL SYSTEMS); TIME DOMAIN ANALYSIS;

NETOWORK SIMULATION METHOD (NSM); SPATIAL VARIATIONS; THIN BEAMS; TRANSVERSAL BEAMS;

BEAMS AND GIRDERS;

EID: 15944408060     PISSN: 0022460X     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.jsv.2004.05.026     Document Type: Article

References (30)

1. K.F. Graff Wave Motion in Elastic Solids 1991 Dover New York
2. H.V. Vu, A.M. Ordóñez, and B.H. Karnopp Vibration of a double beam system Journal of Sound and Vibration 229 2000 807 822
3. M. Gürgöze A note on the vibrations of restrained beams on rods with point masses Journal of Sound and Vibration 96 1984 461 468
4. J.S. Wu, and T.L. Lin Free vibration analysis of a uniform cantilever beam with point masses by an analytical and numerical combined method Journal of Sound and Vibration 136 1990 201 213
5. S. Naguleswaran Transverse vibrations of an Euler-Bernoulli uniform beam carrying several particles International Journal of Mechanical Sciences 44 2002 2463 2478
6. M. Gürgöze On the eigenfrequencies of a cantilever beam with attached tip mass and a spring-mass system Journal of Sound and Vibration 190 1996 149 162
7. L. Sun A closed form solution of a Bernoulli-Euler beam on a viscoelastic foundation under harmonic line loads Journal of Sound and Vibration 242 2001 619 627
8. W.H. Liu, J.R. Wu, and C.C. Huang Free vibration of beams with elastically restrained edges and intermediate concentrated masses Journal of Sound and Vibration 122 1988 193 207
9. T.P. Chang, F.I. Chang, and M.F. Liu On the eigenvalues of a viscously damped simple beam carrying point masses and springs Journal of Sound and Vibration 240 2001 769 778
10. R.R. Hamada, H. Nakayama, and K. Hayashi Free and forced vibration of elastically connected double-beam system Bulletin of the Japan Society of Mechanical Engineers 1983 1936 1942
11. W.L. Li Free Vibration of beams with general boundary conditions Journal of Sound and Vibration 237 2000 709 725
12. M.G. Salvadori Numerical computation of buckling loads by finite differences Transactions of the American Society of Civil Engineers 2441 1994 590 624
13. W. Carnegie, and J. Thomas Effects of shear deformation and rotary inertia on lateral frequencies of cantilever beams in bending Journal of Engineering for Industry 94 1972 267
14. K.B. Subrahmanyam, and A.W. Leissa An improved finite difference analysis of uncoupled vibrations of cantilever beams Journal of Sound and Vibration 98 1985 1 11
15. K.B. Subrahmanyam, and K.R.V. Kaza Vibration and bucking of rotating pretwisted, preconed beams including Coriolis effects Journal of Vibration, Acoustics, Stress and Reliability in Design 108 1986 140 149
16. X.M. Zhang, M. Fatemi, R.R. Kinnick, and J.F. Greenleaf A model for vibration transmission of light-heavy structures connected double-beam systems Applied Acoustics 64 2003 213 227
17. H. Leipholz Use of Galerkin's method for vibration problems Shock and Vibration Digest 8 1976 3
18. K.B. Subrahmanyam, and K.R. Kaza Non-linear flap-lag extensional vibration of rotating pretwisted, preconed beams including Coriolis effects International Journal of Mechanical Sciences 29 1987 29 43
19. K.B. Subrahmanyam, and A.K. Garg Uncoupled flexural vibrations of straight beams with all possible boundary conditions treated by a transfer matrix method Journal of Sound and Vibration 207 1997 397 419
20. C.N. Bapat, and C. Bapat Natural frequencies of a beam with non-classical boundary conditions and concentrated masses Journal of Sound and Vibration 112 1987 177 182
21. M.T. García-Hernández, J. Castilla, C.F. González-Fernández, and J. Horno Application of the network method to simulation of a square scheme with Butler-Volmer charge transfer Journal of Electroanalytical Chemistry 424 1997 207 212
22. A.J. Bard I. Rubinstein Electroanalytical Chemistry vol. 19 1999 Marcel Dekker New York 64 68
23. J. Castilla, M.T. García-Hernández, A. Hayas, and J. Horno Simulation of non-stationary electrodiffusion processes in charged membranes by the network approach Journal of Membrane Science 116 1996 107 116
24. F. Alhama, J.F. López-Sánchez, and C.F. González-Fernández Heat conduction through a multilayered wall with variable boundary conditions Energy 228 1997 797 803
25. PSPICE, version 80, Microsim Corporation.
26. R. Ciocan, N. Ida, Applications of transmission line matrix method for NDT; NDT.net 8 (3) (2003).
27. J.A. Porti, and J.A. Morente A three-dimensional symmetrical condensed TLM node for acoustics Journal of Sound and Vibration 241 2 2001 207 222
28. S.D. Bilbao, Wave and Scattering Methods for the Numerical Integration of Partial Differential Equations. PhD. Thesis, Stanford University, May 2001.
29. S.H. Han, H. Benaroya, and T. Wei Dynamics of transversely vibrating beams using four engineering theories Journal of Sound and Vibration 225 5 1999 935 988
30. P. Laura, J.L. Pombo, and E.A. Susemihl Note on vibrations of a clamped-free beam with a tip mass at free end Journal of Sound and Vibration 37 2 1974 161 168