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Index to volume 118
INDEX
TO VOLUME
118
AHMADI, G. and ORABI, I. I., Equivalence of single-term Wiener-Hermite and equivalent linearization techniques . . . . . . . . . . ALMGREN, M., Simulation by using curved ground scale model of outdoor sound . . propagation under the influence of a constant sound speed gradient . ASHWORTH, R. P. and BARR, A. D. S., The resonances of structures with quadratic . inertial non-linearity under direct and parametric harmonic excitation ATADAN, A. S., On the bifurcations of non-resonant solutions in autonomous systems BAILEY, C. D., Comment on “Rayleigh’s principle via least action” and other papers . . . . . . . by Dr John G. Papastavridis (letter) BALASUBRAMANIAN, T. S. See SUBRAMANIAN, G. (letter) . . . . . . BARISKOW, B., KING, III, W. F. and PFIZENMAIER, E., Wheel/rail noise generated . by a high-speed train investigated with a line array of microphones BARON, J. H. See GUTIERREZ, R. H. (letter) . . . . . BARR, A. D. S. See ASHWORTH, R. P. . . . . . . . . . BAXTER, S. M. See CLEGG, S. A. L. . . . . . . BERT, C. W. See SALARI, M. (letter) . . . . . . . . . Bout, R. and FELIX, D., A real-time procedure for acoustic filtering ducts . CHANDRASEKARAN, K. See SANKARANARYANAN, N. . . . . . . . CHOW. L. C. and PINNINGTON, R. J., Practical industrial method of increasing structural damping in machinery, I: Squeeze-film damping with air . . . . . CLEGG, S. A. L., BAXTER, S. M. and GLENDINNING, A. G., The prediction of broadband noise from wind turbines . . . . . . LAURA, P. A. A., CORTINEZ, V. H. and MEYER, W., Appearance of resonance conditions in certain continuous systems: closed versus infinite series solutions (letter) CUMMINGS, A., Measurement of acoustic flow resistance: further comments (letter) DAS, Y. C. See SARGAND, S. M. . . . . . . . . . DE GRECO, V. B. H. See FILIPICH, C. P. (letter) . . . . . DICKINSON, S. M. See ILANKO, S. . . . . . . . . . DICKINSON, S. M. See ILANKO, S. . . . . . . DOKUMACI, E., A modified characteristic equation for stability analysis of periodic reciprocal systems . . . . . . . . . . . DOYLE, J. F., Experimentally determining the contact force during the transverse impact of an orthotropic plate . . . . . . . ELISHAKOFF, I., A remark on the adjustable parameter version of Rayleigh’s method (letter) I., A remark on the adjustable parameter version of Rayleigh’s method FELIX, D. See BOUC, R. . . . . . . . . . . . FILIPICH, C. P., LAURA, P. A. A., ROSALES, M. and DE GRECO, V. B. H., Numerical experiments on in-plane vibrations of rings of non-uniform cross-section (letter) FLETCHER, N. H. See LEGGE, K. A. . . . . . . . . . Fu, Y. and PRICE, W. G., Interactions between a partially or totally immersed vibrating cantilever plate and the surrounding fluid . . . . . . . GLENDINNING, A. G. See CLEGG, S. A. L. . . . . . . . GO~LIEB, H. P. W., Multi-segment strings with exactly harmonic spectra . . . GUTIERREZ, R. H., LAURA, P. A. A., SARMIENTO, G. A., BARON, J. H. and SANZI, H. C., Vibrations of plates and membranes having fixed edge cut-outs (letter) HAM, S. Y. See PRASAD, M. G. (letter) . . . . . . . . . . HAQUANG, N., MOOK, D. T. and PLAUT, R. H., Non-linear structural vibrations under combined parametric and external excitation . . . . . . . . HAQUANG, N., MOOK, D. T. and PLAUT, R. H., A non-linear analysis of the interactions between parametric and external excitations . . . . . . . HAZELL, C. R. See MITCHELL, A. K. . . . . . . . . . . HUANG, S. C. and SOEDEL, W., Response of rotating rings to harmonic and periodic . . . . loading and comparison with the inverted problem 571
(2)307 (2)353 (1) 47 (2)241 (2)371 (3)555 (1) 99 (1)170 (1) 47 (2)217 (1)188 (1) 1 (1)151 (1)123 (2)217 (1)186 (3)543 (1)141 (,1)166 (,2)313 t,2)337 i3)539
(3)441 (1)163 (1) 1 (1)166 (1) 23 (3)495 (2)217 (2)283 (1)170 (3)549 (2)291 (3)425 (2)271 (2)253
572
INDEX TO VOLUME I I8
INOUE, Y. and OKIGAMI, T., Propagation
of finite samplitude sound waves radiated from an oscillating rigid sphere .......... ILANKO, S. and DICKINSON, S. M., The vibration and post-buckling of geometrically imperfect, simply supported, rectangular plates under uni-axial loading, part I: Theoretical approach ............ ILANKO, S. and DICKINSON, S. M., The vibration and post-buckling of geometrically imperfect, simply supported, rectangular plates under uniaxial loading, part II: Experimental investigation ........... JACOBSEN, F. and NIELSEN, T. G. Spatial correlation and coherence in a reverberant sound field ............... KING, III, W. F. See BARISKOW, B. ........... KONISHI, Y. See TAKAHASHI, K. ........... KONISHI, Y. See TAKASHI, K. ............ LAURA, P. A. A. See FILIPICH, C. P. (letter) ......... LAURA, P. A. A. See GUTIERREZ, R. H. (letter) ........ LAURA, P. A., CORT’INEZ, V. H. and MEYER, W., Appearance of resonance conditions in certain continuous systems: closed versus infinite series (letter) . LEGGE, K. A. and FLETCHER, N. H., Non-linear mode coupling in symmetrically kinked bars .............. LEUNG, A. Y. T. , Inverse iteration for damped natural vibration LY, B. L., The rectangular rules as a Gauss-Cosine quadrature (let&) : : : MAYES, W. H. See POPE, L. D. ........... MAYDENHOLDER, W., Some didactical and some practical remarks on free plate waves MEYER, W. See LAURA, P. A. A. (letter) ......... MICKENS, R. E., Comments on “A generalized Galerkin’s method for non-linear oscillators” (letter) ............. MITANI, Y. See OHTA, M. ............. MITCHEL, A. K. and HAZELL, C. R., A simple frequency formula for clamped rectangular plates ................ MOOK, D. T. See HAQUANG, N. ............ MOOK, D. T. See HAQUANG, N. ............ NIELSEN, T. G. See JACOBSEN, F. (letter) .......... OHTA, M. and MITANI, Y., A prediction method for road traffic noise generated from arbitrary non-Poisson type traffic flow based on an approach equivalent to that for a standard Poisson type traffic flow ........ OKIGAMI, T. See INOUE, Y. ............ ORABI, I. I. See AHMADI, G. . . . . PAPASTAVRIDIS, J. G., The variational principles of mechanics, and a reply to C. D: Bailey (letter) ... PFIZENMAIERE, E. See BARISKOW, B. ..................... PINNINGTON, R. J. See CHOW, L. C. .......... PINNINGTON, E. J., Vibrational power transmission to a seating of a vibration isolated motor ................ PIVOVAROV, I. and VINOGRADOV, 0. G., One application of Bout’s model for nonlinear hysteresis .............. PLAUT, R. H. See HAQUANG, N. ............ PLAUT, R. H. See HAQUANG, N. ............ POPE, L. D., WILBY, E. G. and WILBY, J. F., Propeller aircraft interior noise model, part I: Analytical model ............ POPE, L. D., WILLIS, C. M and MAYES, W. H., Propeller aircraft interior noise model part II: Scale-model and flight-test comparisons ....... PRASAD, M. G. and HAM, S. Y., A note on the relation between complex acoustic intensity and specific acoustic impedance (letter) ....... PRICE, W. G. See Fu, Y. ............. RAMAIYANG, G. See SANKARANARAYANAN, N. ........ RAO, G. V. See SHASTRY, B. P. (letter) .......... ROSALES, M. See FILIPICH, C. P. (letter) .......... SALARI, M., BERT, C. W. and STRITZ, A. G., Free vibration of a solid circular plate at its edge and attached to a Winkler foundation (letter) ......
(2)199
(2)313
(2)337 (I)175 (1) 99 (11 69 (1) 85 (1)166 (I)170 (l)l86 (I) 23 (2)193 565 (3 )469 (3)531 (I)186 (3)561 (I) 11 (2)271 (2)291 (3)425 (I)175
(I) 11 (2)199 (2)307 (2)378 (1) 99 (I)123 (3)515 (2)209 (21291 (3)425 (3)449 (3)469 (3)549 (3)495 (1)151 (11181 (1)166 (I)188
INDEX TO VOLUME 118 SANKARANARAYANAN, N., CHANDRASEKARAN, K. and RAMAIYAN, G., AxiSymmetric vibrations of laminated conical shells of variable thickness . . . SARGAND, S. M., SHENG, Z. and DAS, Y. C., Free vibration of circular footing on elastic foundations . . . . SARMIENTO, G. S. See GUTIERREZ, R. H. (letter) : : : : : : : : SHASTRY, B. P. and RAO, G. V., Stability boundaries of short cantilever columns subjected to an intermediate periodic concentrated axial load (letter) SHENG, Z. See SARGAND, S. M. . . . . . . SOEDEL, W. See HUANG, S. C. . . . . . STRIZ, A. G. See SALARI, M. (letter) SUBRAMANIAN, G. and BALASUBRAMANIAN, T. S.,‘Beneficial effects of steps on the free vibration characteristics of beams (letter) . . . . . . SYLWAN, O., Shear and compressional damping effects of constrained layered beams TAKAHASHI, K. and KONISHI, Y., Non-linear vibrations of cables in three dimensions, part I: Non-linear free vibrations . . . . . . . . TAKAHASHI, K. and KONISHI, Y., Non-linear vibrations of cables in three dimensions, part II: Out-of-plane vibrations under in-plane sinusoidaly time-varying load VINOGRADOV, 0. G. See PIVOVAROV, 1. . . . . . . WARBURTON, G. B., Comments on “Lateral vibration of square plates subject to in-plane loadings” (letter) . . . . . . . . . . WHISTON, G. S., Global dynamics of a vibro-impacting linear oscillator . . . WOLBY, E. G. See POPE, L. D. . . . . . . . . . . WILBY, J. F. See POPE, L. D. . . . . . . . . . . WILLIS, C. M. See POPE, L. D. . . . . . . . . . . .
573
(1)151 (1)141 (l)170 (1)181 (1)(141 (2)253 (1)188 (3)555 (1) 35 (1) 69
(1) 85 (2)209 (3)545 (3)395 (3)449 (3)469 (3)469
TO VOLUME
118
AHMADI, G. and ORABI, I. I., Equivalence of single-term Wiener-Hermite and equivalent linearization techniques . . . . . . . . . . ALMGREN, M., Simulation by using curved ground scale model of outdoor sound . . propagation under the influence of a constant sound speed gradient . ASHWORTH, R. P. and BARR, A. D. S., The resonances of structures with quadratic . inertial non-linearity under direct and parametric harmonic excitation ATADAN, A. S., On the bifurcations of non-resonant solutions in autonomous systems BAILEY, C. D., Comment on “Rayleigh’s principle via least action” and other papers . . . . . . . by Dr John G. Papastavridis (letter) BALASUBRAMANIAN, T. S. See SUBRAMANIAN, G. (letter) . . . . . . BARISKOW, B., KING, III, W. F. and PFIZENMAIER, E., Wheel/rail noise generated . by a high-speed train investigated with a line array of microphones BARON, J. H. See GUTIERREZ, R. H. (letter) . . . . . BARR, A. D. S. See ASHWORTH, R. P. . . . . . . . . . BAXTER, S. M. See CLEGG, S. A. L. . . . . . . BERT, C. W. See SALARI, M. (letter) . . . . . . . . . Bout, R. and FELIX, D., A real-time procedure for acoustic filtering ducts . CHANDRASEKARAN, K. See SANKARANARYANAN, N. . . . . . . . CHOW. L. C. and PINNINGTON, R. J., Practical industrial method of increasing structural damping in machinery, I: Squeeze-film damping with air . . . . . CLEGG, S. A. L., BAXTER, S. M. and GLENDINNING, A. G., The prediction of broadband noise from wind turbines . . . . . . LAURA, P. A. A., CORTINEZ, V. H. and MEYER, W., Appearance of resonance conditions in certain continuous systems: closed versus infinite series solutions (letter) CUMMINGS, A., Measurement of acoustic flow resistance: further comments (letter) DAS, Y. C. See SARGAND, S. M. . . . . . . . . . DE GRECO, V. B. H. See FILIPICH, C. P. (letter) . . . . . DICKINSON, S. M. See ILANKO, S. . . . . . . . . . DICKINSON, S. M. See ILANKO, S. . . . . . . DOKUMACI, E., A modified characteristic equation for stability analysis of periodic reciprocal systems . . . . . . . . . . . DOYLE, J. F., Experimentally determining the contact force during the transverse impact of an orthotropic plate . . . . . . . ELISHAKOFF, I., A remark on the adjustable parameter version of Rayleigh’s method (letter) I., A remark on the adjustable parameter version of Rayleigh’s method FELIX, D. See BOUC, R. . . . . . . . . . . . FILIPICH, C. P., LAURA, P. A. A., ROSALES, M. and DE GRECO, V. B. H., Numerical experiments on in-plane vibrations of rings of non-uniform cross-section (letter) FLETCHER, N. H. See LEGGE, K. A. . . . . . . . . . Fu, Y. and PRICE, W. G., Interactions between a partially or totally immersed vibrating cantilever plate and the surrounding fluid . . . . . . . GLENDINNING, A. G. See CLEGG, S. A. L. . . . . . . . GO~LIEB, H. P. W., Multi-segment strings with exactly harmonic spectra . . . GUTIERREZ, R. H., LAURA, P. A. A., SARMIENTO, G. A., BARON, J. H. and SANZI, H. C., Vibrations of plates and membranes having fixed edge cut-outs (letter) HAM, S. Y. See PRASAD, M. G. (letter) . . . . . . . . . . HAQUANG, N., MOOK, D. T. and PLAUT, R. H., Non-linear structural vibrations under combined parametric and external excitation . . . . . . . . HAQUANG, N., MOOK, D. T. and PLAUT, R. H., A non-linear analysis of the interactions between parametric and external excitations . . . . . . . HAZELL, C. R. See MITCHELL, A. K. . . . . . . . . . . HUANG, S. C. and SOEDEL, W., Response of rotating rings to harmonic and periodic . . . . loading and comparison with the inverted problem 571
(2)307 (2)353 (1) 47 (2)241 (2)371 (3)555 (1) 99 (1)170 (1) 47 (2)217 (1)188 (1) 1 (1)151 (1)123 (2)217 (1)186 (3)543 (1)141 (,1)166 (,2)313 t,2)337 i3)539
(3)441 (1)163 (1) 1 (1)166 (1) 23 (3)495 (2)217 (2)283 (1)170 (3)549 (2)291 (3)425 (2)271 (2)253
572
INDEX TO VOLUME I I8
INOUE, Y. and OKIGAMI, T., Propagation
of finite samplitude sound waves radiated from an oscillating rigid sphere .......... ILANKO, S. and DICKINSON, S. M., The vibration and post-buckling of geometrically imperfect, simply supported, rectangular plates under uni-axial loading, part I: Theoretical approach ............ ILANKO, S. and DICKINSON, S. M., The vibration and post-buckling of geometrically imperfect, simply supported, rectangular plates under uniaxial loading, part II: Experimental investigation ........... JACOBSEN, F. and NIELSEN, T. G. Spatial correlation and coherence in a reverberant sound field ............... KING, III, W. F. See BARISKOW, B. ........... KONISHI, Y. See TAKAHASHI, K. ........... KONISHI, Y. See TAKASHI, K. ............ LAURA, P. A. A. See FILIPICH, C. P. (letter) ......... LAURA, P. A. A. See GUTIERREZ, R. H. (letter) ........ LAURA, P. A., CORT’INEZ, V. H. and MEYER, W., Appearance of resonance conditions in certain continuous systems: closed versus infinite series (letter) . LEGGE, K. A. and FLETCHER, N. H., Non-linear mode coupling in symmetrically kinked bars .............. LEUNG, A. Y. T. , Inverse iteration for damped natural vibration LY, B. L., The rectangular rules as a Gauss-Cosine quadrature (let&) : : : MAYES, W. H. See POPE, L. D. ........... MAYDENHOLDER, W., Some didactical and some practical remarks on free plate waves MEYER, W. See LAURA, P. A. A. (letter) ......... MICKENS, R. E., Comments on “A generalized Galerkin’s method for non-linear oscillators” (letter) ............. MITANI, Y. See OHTA, M. ............. MITCHEL, A. K. and HAZELL, C. R., A simple frequency formula for clamped rectangular plates ................ MOOK, D. T. See HAQUANG, N. ............ MOOK, D. T. See HAQUANG, N. ............ NIELSEN, T. G. See JACOBSEN, F. (letter) .......... OHTA, M. and MITANI, Y., A prediction method for road traffic noise generated from arbitrary non-Poisson type traffic flow based on an approach equivalent to that for a standard Poisson type traffic flow ........ OKIGAMI, T. See INOUE, Y. ............ ORABI, I. I. See AHMADI, G. . . . . PAPASTAVRIDIS, J. G., The variational principles of mechanics, and a reply to C. D: Bailey (letter) ... PFIZENMAIERE, E. See BARISKOW, B. ..................... PINNINGTON, R. J. See CHOW, L. C. .......... PINNINGTON, E. J., Vibrational power transmission to a seating of a vibration isolated motor ................ PIVOVAROV, I. and VINOGRADOV, 0. G., One application of Bout’s model for nonlinear hysteresis .............. PLAUT, R. H. See HAQUANG, N. ............ PLAUT, R. H. See HAQUANG, N. ............ POPE, L. D., WILBY, E. G. and WILBY, J. F., Propeller aircraft interior noise model, part I: Analytical model ............ POPE, L. D., WILLIS, C. M and MAYES, W. H., Propeller aircraft interior noise model part II: Scale-model and flight-test comparisons ....... PRASAD, M. G. and HAM, S. Y., A note on the relation between complex acoustic intensity and specific acoustic impedance (letter) ....... PRICE, W. G. See Fu, Y. ............. RAMAIYANG, G. See SANKARANARAYANAN, N. ........ RAO, G. V. See SHASTRY, B. P. (letter) .......... ROSALES, M. See FILIPICH, C. P. (letter) .......... SALARI, M., BERT, C. W. and STRITZ, A. G., Free vibration of a solid circular plate at its edge and attached to a Winkler foundation (letter) ......
(2)199
(2)313
(2)337 (I)175 (1) 99 (11 69 (1) 85 (1)166 (I)170 (l)l86 (I) 23 (2)193 565 (3 )469 (3)531 (I)186 (3)561 (I) 11 (2)271 (2)291 (3)425 (I)175
(I) 11 (2)199 (2)307 (2)378 (1) 99 (I)123 (3)515 (2)209 (21291 (3)425 (3)449 (3)469 (3)549 (3)495 (1)151 (11181 (1)166 (I)188
INDEX TO VOLUME 118 SANKARANARAYANAN, N., CHANDRASEKARAN, K. and RAMAIYAN, G., AxiSymmetric vibrations of laminated conical shells of variable thickness . . . SARGAND, S. M., SHENG, Z. and DAS, Y. C., Free vibration of circular footing on elastic foundations . . . . SARMIENTO, G. S. See GUTIERREZ, R. H. (letter) : : : : : : : : SHASTRY, B. P. and RAO, G. V., Stability boundaries of short cantilever columns subjected to an intermediate periodic concentrated axial load (letter) SHENG, Z. See SARGAND, S. M. . . . . . . SOEDEL, W. See HUANG, S. C. . . . . . STRIZ, A. G. See SALARI, M. (letter) SUBRAMANIAN, G. and BALASUBRAMANIAN, T. S.,‘Beneficial effects of steps on the free vibration characteristics of beams (letter) . . . . . . SYLWAN, O., Shear and compressional damping effects of constrained layered beams TAKAHASHI, K. and KONISHI, Y., Non-linear vibrations of cables in three dimensions, part I: Non-linear free vibrations . . . . . . . . TAKAHASHI, K. and KONISHI, Y., Non-linear vibrations of cables in three dimensions, part II: Out-of-plane vibrations under in-plane sinusoidaly time-varying load VINOGRADOV, 0. G. See PIVOVAROV, 1. . . . . . . WARBURTON, G. B., Comments on “Lateral vibration of square plates subject to in-plane loadings” (letter) . . . . . . . . . . WHISTON, G. S., Global dynamics of a vibro-impacting linear oscillator . . . WOLBY, E. G. See POPE, L. D. . . . . . . . . . . WILBY, J. F. See POPE, L. D. . . . . . . . . . . WILLIS, C. M. See POPE, L. D. . . . . . . . . . . .
573
(1)151 (1)141 (l)170 (1)181 (1)(141 (2)253 (1)188 (3)555 (1) 35 (1) 69
(1) 85 (2)209 (3)545 (3)395 (3)449 (3)469 (3)469