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Index to volume 130
INDEX
TO VOLUME
130
ABBAS, B. A. H. and IRRETIER, H., Experimental and theoretical investigations of the effect of root flexibility on the vibration characteristics of cantilever beams ABRAHAMS, I. D., Scattering of sound by a finite non-linear elastic plate bounding a nearly resonant cavity . . . . . . . . . . . BAMBILL, E. A. and LAURA, P. A. A., Application of the Rayleigh-Schmidt method when the boundary conditions contain the pigenvalues of the problem (letter) BERT, C. W. See JANG, S. K. (letter) . . . . . . . . . . BIES, D. A. See FURNELL, G. D. BIRLIK, G. A. See MENGI, Y. . : : : : : : : : : 1 : BIRLIK, G. A. and MENGI, Y., A refined dynamic theory for viscoelastic cylindrical shells and cylindrical laminated composites, Part 2: An application . . BRAVO YUSTE, S., A generalized Galerkin method for cubic oscillators (letter) . BRUNDSEN, V., CORTELL, J. and HOLMES, P. J., Power spectra of chaotic vibrations of a buckled beam CABELLI, A. See SHEPHERD, I. C. * : : : : : : : : : : : CAWLEY, P. and THEODORAKOPOULOS, C., The membrane resonance method of non-destructive testing . . . . . . . . . . CHANDIRAMANI, N. K. See LIBRESCU; L. ’ . . . . . . . . . CHANG, I. B. See LIU, W. H. (letter) . . . . . . . . . . CHANG, J. Y. and LIU, W. H., Some studies on the natural frequencies of immersed restrained column (letter) . . . CHEN, L.-W., HWANG, J.-R. and DOONG, J.-L., Asymmetric dynamic stability of ihick annular plates based on a high-order plate theory . . . . . . CHEN, S. See SINHA, A. . . . . . . . . . . . . . COUSSY, O., SAID, M. and VAN HOOVE, J.-P., The influence of random surface irregularities on the dynamic response of bridges under suspended moving loads GORTELL, J. See BRUNDSEN, V. . . . . . . . . . . . DICKINSON, S. M. See KIM, C. S. . . . . . . . . . . . DOONG, J.-L. See CHEN, L.-W. . . . . . . . . . . DOYLE, J. F. See FARRIS, T. N. ELLIOTT, S. J. See GILLAN, F. S. (letter) ’ : : : : : : : : : ERTEPINAR, A. See EVIRGEN, H. . . . . . . . . . . . EVIRGEN, H. and ERTEPINAR, A., Small radial vibrations of layered, hyperelastic, spherical shells of arbitrary wall thickness subjected to finite, initial radial deformations . . . . . . . . . . . . _ FARRIS, T. N. and DOYLE, J. F., Wave propagation in a split Timoshenko beam FULLER, C. R. See SILCOX, R. J. (letter) . . . . . . . . . FURNELL, G. D., Corrections to “A study of cound transmission in curved duct bends by the Galerkin method” (letter) . . . . . . . . . . FURNELL, G. D. and BIES, D. A., Characteristics of modal wave propagation within Iongitudinaily curved acoustic waveguides . . . . . . . GANESAN, N. See MALHOTRA, S. K. . . . . . . . . . . GILLAN, F. S. and ELLIOTT, S. J., Measurement of the torsional modes of vibration of strings on instruments of the violin family (letter) . . . . . . HAMAYA, H. See YAMADA, G. . . . . . . . . . . . HODGES, C. H. and WOODHOUSE, J., Confinement of vibration by one-dimensional disorder, I: Theory of ensemble averaging . . . . . . . . HODGES, C. H. and WOODHOUSE, J., Confinement of vibration by one-dimensional disorder, II: A numerical experiment on different ensemble averages . . HOLMES, P. J. See BRUNDSEN, V. . . . . . . . . . . HWANG, J.-R. See CHEN, L.-W. . . . . . . . . . . . IDO, H. See SUZUKI, S. . . . . . . . . . . . . 525
(3)353 (3)387 (1)167 (2)342 (3)405 (I) 55 (I) 69 (2)332 (I) I (1)125 (2)299 (3)467 (2)337 (3)516 (3)425 (2)207 (2)313 ii) i (3)363 (3)425 (1)137 (2)347 (2)177
(2)177 (1)137 (1)171 (2)329 (3)405 (3)379 (2)347 (2)223 (2)237 (2)253 (I) I (3)425 (1) 79
526
INDEX TO VOLUME 130
IRRETIER, H. See ABBAS, B. A. FI. . . . . . . . JACOBSEN, F., Active and reactive, coherent and incoherent sound fields JANG, S. K. and BERT, C. W., Free vibrations of stepped beams: Exact and numerical solutions (letter) KAMESWARA RAO, C. and MIRZA, S., A note on vibrations of generally restrained beams KIM, C. S. and DICKINSON, S. M., On the lateral vibration of thin annular and circular composite plates subject to certain complicating effects KOBAYASHI, Y. See YAMADA, G. LA FONTAINE, R. F. See SHEPHERD, I. C. LANGLEY, R. S., Further comments on the non-linear vibrations of beams (letter) LAURA, P. A. A. See BAMBILL, E. A. (letter) . . . . . . . LAWRIE, J. B., An infinite, elastic, cylindrical shell with a finite number of ring constraints LEE, K. H. See LIM, S. P. (letter) -
.
LESTER, H. C. See SILCOX, R. J. (letter) LIBRESCU, L. and CHANDIRAMANI, N. K., Dynamic stability of transversely isotropic viscoelastic plates . . . . . . . . LIM, S. P., SENTHILNATHAN, N. R. and LEE, K. H., Rayleigh-Ritz vibration analysis of thick plates by a simple higher order theory (letter) LIU, W. H. See CHANG, J. Y. (letter) LIU, W. H. and CHANG, 1. B., Some studies of the free vibration of cantilever plates with uniform and non-uniform thickness (letter) MALHOTRA, S. K., GANESAN, N. and VELUSWAMI, M. A., Vibration and damping analysis of orthotropic triangular plates MCINTYRE, C. R. See MICKENS, R. E. (letter) . . . . . . . . MENGI, Y. and BIRLIK, G. A., A refined dynamic theory for viscoelastic cylindrical shells and cylindrical laminated composites, Part 2: General theory MENGI, Y. See BIRLIK, G. A . . . . . . . . . MICKENS, R. E., OYEDEJI, O. and MCINTYRE, C. R., A difference-equation model of the Dulling equation (letter) MICKENS, R. E., Construction of a perturbation solution for a non-linear singular oscillation (letter) MIRZA, S. See RAO, C. K . . . . . . . . MUKHOPADHYAY, M., Vibration and stability analysis of stiffened plates by semianalytic finite difference method: Part I: Consideration of bending displacements only . . . . MUKHOPADHYAY, 1VI., Vibration analysis of stiffened plates by semi-analytic finite difference method, Part II: Consideration of bending and axial displacements MURUYAMA, S. See SUZUKI, S . . . . . . . . NECIB, B. and SUN, C. T., Analysis of truss beams using a high-order Timoshenko beam finite element ONO, K. and YAMADA, M., Analysis of railway track vibration OYEDEJI, O. See MICKENS, R. E. (letter) SAID, M. See CoussY, O. SCHMID, L. J. See YEO, M. F. SENTHILNATHAN, N. R. See LIM, S. p." (letter) SHEPHERD, I. C., LA FONTAINE, R. F. and CABELLI, A., The influence of turbulent pressure fluctuations on an active attenuator in a flow duct . . . . SILCOX, R. J., FULLER, C. R. and LESTER, H. C., Modal coupling and acoustic intensity measurements (letter) SINGH, R. See TAVAKOLI, M. S . . . . . . . . . SINHA, A. and CHEN, S., A higher order technique to compute the statistics of forced response of a mistuned bladed disk assembly SUN, C. T. See NECIB, B . . . . . . . . SUZUKI, S., MURUYAMA, S. and IDO, H., Boundary element analysis of cavity noise problems with complicated boundary conditions . . . . TAVAKOLI, M. S. and SINGH, R., Eigensolutions of joined/hermetic shell structures using the state space method . THEODORAKOPOULOS, C. See CAWLEY, P. WEAVER, R. L., On the ensemble variance of reverberation room transmission functions, the effect of spectral rigidity
(3)353 (3)493 (2)342 (3)453
(3)363 (2)223 (1)125 (1)161 (1)167 (2)189 (1)163 (1)171 (3)467 (1)163 (3)516 (2)337 (3)379 (3)509 (1) 55 (1) 69 (3)509 (3)513 (3)453 (1) 27 (1) 41 (1) 79 (1)149 (2)269 (3)509 (2)313 (3)439 (1)163 (1)125
(1)171 (1) 97 (2)207 (1)149 (1) 79 (1) 97 (2)299 (3)487
INDEX TO VOLUME 130 WOODHOUSE, J. See HODGES, C.H. WOODHOUSE, J. See HODGES, C.H. VAN HOOVE, J.-P. See COUSSY, O. VELUSWAM1, M. A. See MALHOTRA, S~ K. . . . . . . YAMADA, G., KOBAYASHI, Y. and HAMAYA, H., Transient response of a hanging curtain YAMADA, i . See ONO, K. . . . . . . YEO, M. F. ,a,nd SCHMID, L. J., Wave propagation in solid and fluid structures using finite element transfer matrices
527 (2)237 (2)253 (2)313 (3)379 (2)223 (2)269 (3)439
TO VOLUME
130
ABBAS, B. A. H. and IRRETIER, H., Experimental and theoretical investigations of the effect of root flexibility on the vibration characteristics of cantilever beams ABRAHAMS, I. D., Scattering of sound by a finite non-linear elastic plate bounding a nearly resonant cavity . . . . . . . . . . . BAMBILL, E. A. and LAURA, P. A. A., Application of the Rayleigh-Schmidt method when the boundary conditions contain the pigenvalues of the problem (letter) BERT, C. W. See JANG, S. K. (letter) . . . . . . . . . . BIES, D. A. See FURNELL, G. D. BIRLIK, G. A. See MENGI, Y. . : : : : : : : : : 1 : BIRLIK, G. A. and MENGI, Y., A refined dynamic theory for viscoelastic cylindrical shells and cylindrical laminated composites, Part 2: An application . . BRAVO YUSTE, S., A generalized Galerkin method for cubic oscillators (letter) . BRUNDSEN, V., CORTELL, J. and HOLMES, P. J., Power spectra of chaotic vibrations of a buckled beam CABELLI, A. See SHEPHERD, I. C. * : : : : : : : : : : : CAWLEY, P. and THEODORAKOPOULOS, C., The membrane resonance method of non-destructive testing . . . . . . . . . . CHANDIRAMANI, N. K. See LIBRESCU; L. ’ . . . . . . . . . CHANG, I. B. See LIU, W. H. (letter) . . . . . . . . . . CHANG, J. Y. and LIU, W. H., Some studies on the natural frequencies of immersed restrained column (letter) . . . CHEN, L.-W., HWANG, J.-R. and DOONG, J.-L., Asymmetric dynamic stability of ihick annular plates based on a high-order plate theory . . . . . . CHEN, S. See SINHA, A. . . . . . . . . . . . . . COUSSY, O., SAID, M. and VAN HOOVE, J.-P., The influence of random surface irregularities on the dynamic response of bridges under suspended moving loads GORTELL, J. See BRUNDSEN, V. . . . . . . . . . . . DICKINSON, S. M. See KIM, C. S. . . . . . . . . . . . DOONG, J.-L. See CHEN, L.-W. . . . . . . . . . . DOYLE, J. F. See FARRIS, T. N. ELLIOTT, S. J. See GILLAN, F. S. (letter) ’ : : : : : : : : : ERTEPINAR, A. See EVIRGEN, H. . . . . . . . . . . . EVIRGEN, H. and ERTEPINAR, A., Small radial vibrations of layered, hyperelastic, spherical shells of arbitrary wall thickness subjected to finite, initial radial deformations . . . . . . . . . . . . _ FARRIS, T. N. and DOYLE, J. F., Wave propagation in a split Timoshenko beam FULLER, C. R. See SILCOX, R. J. (letter) . . . . . . . . . FURNELL, G. D., Corrections to “A study of cound transmission in curved duct bends by the Galerkin method” (letter) . . . . . . . . . . FURNELL, G. D. and BIES, D. A., Characteristics of modal wave propagation within Iongitudinaily curved acoustic waveguides . . . . . . . GANESAN, N. See MALHOTRA, S. K. . . . . . . . . . . GILLAN, F. S. and ELLIOTT, S. J., Measurement of the torsional modes of vibration of strings on instruments of the violin family (letter) . . . . . . HAMAYA, H. See YAMADA, G. . . . . . . . . . . . HODGES, C. H. and WOODHOUSE, J., Confinement of vibration by one-dimensional disorder, I: Theory of ensemble averaging . . . . . . . . HODGES, C. H. and WOODHOUSE, J., Confinement of vibration by one-dimensional disorder, II: A numerical experiment on different ensemble averages . . HOLMES, P. J. See BRUNDSEN, V. . . . . . . . . . . HWANG, J.-R. See CHEN, L.-W. . . . . . . . . . . . IDO, H. See SUZUKI, S. . . . . . . . . . . . . 525
(3)353 (3)387 (1)167 (2)342 (3)405 (I) 55 (I) 69 (2)332 (I) I (1)125 (2)299 (3)467 (2)337 (3)516 (3)425 (2)207 (2)313 ii) i (3)363 (3)425 (1)137 (2)347 (2)177
(2)177 (1)137 (1)171 (2)329 (3)405 (3)379 (2)347 (2)223 (2)237 (2)253 (I) I (3)425 (1) 79
526
INDEX TO VOLUME 130
IRRETIER, H. See ABBAS, B. A. FI. . . . . . . . JACOBSEN, F., Active and reactive, coherent and incoherent sound fields JANG, S. K. and BERT, C. W., Free vibrations of stepped beams: Exact and numerical solutions (letter) KAMESWARA RAO, C. and MIRZA, S., A note on vibrations of generally restrained beams KIM, C. S. and DICKINSON, S. M., On the lateral vibration of thin annular and circular composite plates subject to certain complicating effects KOBAYASHI, Y. See YAMADA, G. LA FONTAINE, R. F. See SHEPHERD, I. C. LANGLEY, R. S., Further comments on the non-linear vibrations of beams (letter) LAURA, P. A. A. See BAMBILL, E. A. (letter) . . . . . . . LAWRIE, J. B., An infinite, elastic, cylindrical shell with a finite number of ring constraints LEE, K. H. See LIM, S. P. (letter) -
.
LESTER, H. C. See SILCOX, R. J. (letter) LIBRESCU, L. and CHANDIRAMANI, N. K., Dynamic stability of transversely isotropic viscoelastic plates . . . . . . . . LIM, S. P., SENTHILNATHAN, N. R. and LEE, K. H., Rayleigh-Ritz vibration analysis of thick plates by a simple higher order theory (letter) LIU, W. H. See CHANG, J. Y. (letter) LIU, W. H. and CHANG, 1. B., Some studies of the free vibration of cantilever plates with uniform and non-uniform thickness (letter) MALHOTRA, S. K., GANESAN, N. and VELUSWAMI, M. A., Vibration and damping analysis of orthotropic triangular plates MCINTYRE, C. R. See MICKENS, R. E. (letter) . . . . . . . . MENGI, Y. and BIRLIK, G. A., A refined dynamic theory for viscoelastic cylindrical shells and cylindrical laminated composites, Part 2: General theory MENGI, Y. See BIRLIK, G. A . . . . . . . . . MICKENS, R. E., OYEDEJI, O. and MCINTYRE, C. R., A difference-equation model of the Dulling equation (letter) MICKENS, R. E., Construction of a perturbation solution for a non-linear singular oscillation (letter) MIRZA, S. See RAO, C. K . . . . . . . . MUKHOPADHYAY, M., Vibration and stability analysis of stiffened plates by semianalytic finite difference method: Part I: Consideration of bending displacements only . . . . MUKHOPADHYAY, 1VI., Vibration analysis of stiffened plates by semi-analytic finite difference method, Part II: Consideration of bending and axial displacements MURUYAMA, S. See SUZUKI, S . . . . . . . . NECIB, B. and SUN, C. T., Analysis of truss beams using a high-order Timoshenko beam finite element ONO, K. and YAMADA, M., Analysis of railway track vibration OYEDEJI, O. See MICKENS, R. E. (letter) SAID, M. See CoussY, O. SCHMID, L. J. See YEO, M. F. SENTHILNATHAN, N. R. See LIM, S. p." (letter) SHEPHERD, I. C., LA FONTAINE, R. F. and CABELLI, A., The influence of turbulent pressure fluctuations on an active attenuator in a flow duct . . . . SILCOX, R. J., FULLER, C. R. and LESTER, H. C., Modal coupling and acoustic intensity measurements (letter) SINGH, R. See TAVAKOLI, M. S . . . . . . . . . SINHA, A. and CHEN, S., A higher order technique to compute the statistics of forced response of a mistuned bladed disk assembly SUN, C. T. See NECIB, B . . . . . . . . SUZUKI, S., MURUYAMA, S. and IDO, H., Boundary element analysis of cavity noise problems with complicated boundary conditions . . . . TAVAKOLI, M. S. and SINGH, R., Eigensolutions of joined/hermetic shell structures using the state space method . THEODORAKOPOULOS, C. See CAWLEY, P. WEAVER, R. L., On the ensemble variance of reverberation room transmission functions, the effect of spectral rigidity
(3)353 (3)493 (2)342 (3)453
(3)363 (2)223 (1)125 (1)161 (1)167 (2)189 (1)163 (1)171 (3)467 (1)163 (3)516 (2)337 (3)379 (3)509 (1) 55 (1) 69 (3)509 (3)513 (3)453 (1) 27 (1) 41 (1) 79 (1)149 (2)269 (3)509 (2)313 (3)439 (1)163 (1)125
(1)171 (1) 97 (2)207 (1)149 (1) 79 (1) 97 (2)299 (3)487
INDEX TO VOLUME 130 WOODHOUSE, J. See HODGES, C.H. WOODHOUSE, J. See HODGES, C.H. VAN HOOVE, J.-P. See COUSSY, O. VELUSWAM1, M. A. See MALHOTRA, S~ K. . . . . . . YAMADA, G., KOBAYASHI, Y. and HAMAYA, H., Transient response of a hanging curtain YAMADA, i . See ONO, K. . . . . . . YEO, M. F. ,a,nd SCHMID, L. J., Wave propagation in solid and fluid structures using finite element transfer matrices
527 (2)237 (2)253 (2)313 (3)379 (2)223 (2)269 (3)439