References on the Hilbert Transform Applications and Non-Linear Vibration
Wang, Z., Ren, W., and Chen, G. (2013). "Time-Varying Linear and Nonlinear Structural Identification with Analytical Mode Decomposition and Hilbert Transform." J. Struct. Eng., 10.1061/(ASCE)ST.1943-541X.0000832
H. Kucukgoncu & K. Aydin (2013): Crack identification in beams using Hilbert
transform, kurtosis and mode shape rotation deviation curve, Inverse Problems in Science and
Engineering, DOI:10.1080/17415977.2013.764872
M. Feldman, Mapping nonlinear forces with congruent vibration functions, MSSP, 37(2013), pp. 315-337.
PDF: 2.7MB
Guirong Yan, Alessandro De Stefano, Emiliano Matta, Ruoqiang Feng, A novel approach to detecting breathing-fatigue cracks based on dynamic characteristics, Journal of Sound and Vibration, Volume 332, Issue 2, 21 January 2013, Pages 407-422.
M. Feldman, Hilbert transform methods for nonparametric identification of nonlinear time varying vibration systems, MSSP,
(2013), pp. .
PDF: 1.54MB
Mehmet Kurt, Heng Chen, Young S. Lee, D. Michael McFarland, Lawrence A. Bergman,
Alexander F. Vakakis, Nonlinear system identification of the dynamics
of a vibro-impact beam: numerical results, Archive of Applied Mechanics
2012, DOI: 10.1007/s00419-012-0678-5
Guirong Yan, Alessandro De Stefano and Ge Ou, A General Nonlinear System Identification Method Based upon Time-Varying Trend of Instanneous Frequencies and Amplitudes, Advances in Structural Engineering Vol. 15 No. 5 2012, pp.781-792
M. Feldman, Nonparametric identification of asymmetric nonlinear vibration systems with the Hilbert transform, Journal of Sound and Vibration. 331
(2012), pp. 3386-339.
PDF: 0.9MB
Gang Sheng Chen, Duane Davis, J. Leroy Hulsey, Measurement of frozen soil-pile dynamic properties: A system identification approach.
Cold Regions Science and Technology, Volume 70, January 2012, Pages 98-106
F. Consuegra and A. Irfanoglu, Variation of Small Amplitude Vibration Dynamic Properties with Displacement in Reinforced Concrete Structures,
Experimental Mechanics, 2012, DOI: 10.1007/s11340-011-9590-0
M. Meissner, The discrete Hilbert transform and its application to the analysis of reverberant decay of modal vibrations in enclosures,
Journal of Vibration and Control, 2012, vol. 18 no. 11, pp. 1595-1606
Tian Li Huang, Wei Xin Ren, Meng Lin Lou, Identification of MDOF Non-Linear Uncoupled Dynamical Systems Using Hilbert Transform and Empirical mode Decomposition Method, Advanced Materials Research, 2011, Volume: "Advances in Civil Engineering" (255-260), pp. 1676-1680.
Craig Meskell, A Decrement Method for Quantifying Nonlinear and Linear Damping in Multidegree of Freedom Systems. International Scholarly Research Network, ISRN Mechanical Engineering, 2011, Article ID 659484
G . Y . Yan , Z . S . Liu and A . D . Vrcelj, A novel nonlinear system identification based upon Hilbert Transform, Incorporating Sustainable Practice in Mechanics and Structures of Materials,
Edited by Sujeeva Setunge, CRC Press, 2011, pp. 309-314.
M. Feldman, Hilbert Transform Applications in Mechanical Vibration,
Wiley, 2011
Gang Sheng, Loulin Huang, Jen-Yuan (James) Chang, Jizhong He, Suanlin Duan, An approach for non-stationary and nonlinear vibration identification and control of active air-bearing slider system, Microsyst Technol (2011) 17:1123-1127.
Advanced Nonlinear Strategies for Vibration Mitigation and System Identification, Alexander F. Vakakis (Editor), Springer, 2011, 308 p.
Young S. Lee, Stylianos Tsakirtzis, Alexander F. Vakakis, Lawrence A. Bergman, D. Michael McFarland, A time-domain nonlinear system identification method based on multiscale dynamic partitions, Meccanica (2011) 46:625-649.
P. Frank Pai, Time-frequency characterization of nonlinear normal modes and challenges in nonlinearity identification of dynamical systems, Mechanical Systems and Signal Processing, Volume 25, Issue 7, 2011, pp. 2358-2374.
Si Mi Tang et al., Study on Dynamics of a Nonlinear Damping Absorber Coupled to the Linear System, 2011,
Advanced Materials Research, Vols. 143-144, pp. 763-767.
Gang Sheng, Sensing and Identification of Nonlinear Dynamics of Slider with Clearance in Sub-5 Nanometer Regime
Hindawi Publishing Corporation, Advances in Tribology, Volume 2011, Article ID 282839
M. Feldman, Hilbert transform in vibration analysis. Tutorial Review, Mechanical Systems and Signal Processing, Volume 25, Issue 3, 2011, pp. 735-802.
PDF: 3,431KB
Jones, J.D., Pei, J.-S., Wright, J.P., Tull, M.P. Embedded EMD algorithm within an FPGA-based design to classify nonlinear SDOF systems.
Proceedings of SPIE - The International Society for Optical Engineering, Volume 7647, 2010, Article number 76470E.
P. Frank Pai, Lu Huang, Jiazhu Hu, Dustin R. Langewisch
Time-Frequency Analysis of Small Frequency Variations in Civil Engineering Structures Under Weak and Strong Motions Using a Reassignment Method.
Structural Health Monitoring March 1, 2010 9: 159-171
Kragh, K.A., Thomsen, J.J., and Tcherniak, D.
Experimental detection and quantification of structural nonlinearity using homogeneity and hilbert transform methods,
Proceedings of the ISMA2010 International Conference on Noise and Vibration Engineering, 20-22 September, 2010, Leuven, Belgium
Jonathan D. Jones, and Jin-Song Pei. Embedded Algorithms Within an FPGA to Classify Nonlinear Single-Degree-of-Freedom Systems,
IEEE SENSORS JOURNAL, VOL. 9, NO. 11, 2009, pp. 1486-1493.
D. S. Laila, M. Larsson, B. C. Pal, and P. Korba
Nonlinear damping computation and envelope detection using Hilbert transform and its application to power systems wide area monitoring
Power & Energy Society General Meeting, 2009. PES '09. IEEE
Chunxiao Bao, Hong Hao, Zhong-Xian Li, Xinqun Zhu,
Time-varying system identification using a newly improved HHT algorithm,
Computers & Structures, Volume 87, Issues 23-24, 2009, pp. 1611-1623.
P. Franchetti, C. Modena. Nonlinear Damping Identification in Precast Prestressed Reinforced Concrete Beams,
Computer-Aided Civil and Infrastructure Engineering 24 (2009) 577-592.
M. Feldman, I. Bucher and J. Rotberg. Experimental Identification of Nonlinearities
under Free and Forced Vibration using the Hilbert Transform, Journal of Vibration and Control,
2009, 15(10), pp. 1563-1579.
PDF: 746KB
Pai PF, Huang L, Hu J, Langewisch DR. Time-Frequency Method for Nonlinear System Identification and Damage Detection.
STRUCTURAL HEALTH MONITORING-AN INTERNATIONAL JOURNAL, JUN 2008, Volume: 7, Issue: 2, Pages: 103-127.
Bugra H. Ertas, Huageng Luo, Nonlinear Dynamic Characterization of Oil-Free Wire Mesh Dampers.
Journal of Engineering for Gas Turbines and Power, MAY 2008, Vol. 130 / 032503-(1-8).
R.O. Curadelli, J.D. Riera, D. Ambrosini, M.G. Amani. Damage detection by means of structural damping identification,
Engineering Structures 30 (2008) pp.3497-3504.
P. Frank Paia and Anthony N. Palazotto. Detection and identification of nonlinearities by amplitude and frequency modulation analysis.
Mechanical Systems and Signal Processing, Volume 22, Issue 5, July 2008, pp. 1107-1132.
X. Fang, H. Luo, J. Tang. Investigation of Granular Damping in Transient Vibrations Using
Hilbert Transform Based Technique. J. Vib. Acoust. -- June 2008 -- Volume 130, Issue 3, 031006.
Petr Eret and Craig Meskell. A practical approach to parameter identification for a lightly damped,
weakly nonlinear system. JOURNAL OF SOUND AND VIBRATION, 310 (2008) pp. 829 - 844.
J.D. Jones, J.-S. Pei, M. Tull. Embedded Hilbert Transform-based Algorithm Within a Field Programmable Gate Array to Classify Nonlinear SDOF Systems, Conference: 2008 IMAC-XXVI: Conference & Exposition on Structural Dynamics
Jin-Song Pei and Krisda Piyawat. Deterministic Excitation Forces for Simulation and Identification of
Nonlinear Hysteretic SDOF Systems. JOURNAL OF ENGINEERING MECHANICS, ASCE, JANUARY 2008, pp. 35 - 48.
M. Feldman. Theoretical analysis and comparison of the Hilbert transform decomposition methods.
Mechanical Systems and Signal Processing, 2008, Vol 22/3 pp. 509-519.
PDF: 530KB
G. Kerschen, A.F. Vakakis, Y.S. Lee, D.M. McFarland, L.A. Bergman. Toward a Fundamental Understanding of the Hilbert-Huang
Transform in Nonlinear Structural Dynamics. Journal of Vibration and Control, 2008, Vol. 14, No. 1-2, pp. 77 - 105.
P. Frank Pai. Nonlinear vibration characterization by signal decomposition. Journal of Sound and Vibration, 307 (2007), pp. 527 - 544.
Z. Y. Shi, and S. S. Law. Identification of Linear Time-Varying Dynamical Systems Using Hilbert Transform and Empirical Mode Decomposition Method.
Journal of Applied Mechanics -- March 2007 -- Volume 74, Issue 2, pp. 223-230.
C. W. Poon and C. C. Chang. Identification of nonlinear elastic structures using empirical mode decomposition and nonlinear
normal modes. Smart Structures and Systems, Vol. 3, No. 4 (2007), pp. 423-437
Huageng Luo, Xingjie Fang, Darren Hallman, and Jiong Tang. Characterization of Granular Damper Using Hilbert Transform and Free Vibration Response.
48th AIAA/ASME/ASCE/AHS/ASC Structures, Structural Dynamics, and Materials Conference 23 - 26 April 2007, Honolulu, Hawaii
M. Feldman. Identification of weakly nonlinearities in multiple coupled oscillators.
Journal of Sound and Vibration. 2007, Vol.303, pp. 357-370.
PDF: 488MB
O. V. Gendelman, Y. Starosvetsky and M. Feldman. Attractors of harmonically forced linear
oscillator with attached nonlinear energy sink I: Description of response regimes.
Nonlinear Dynamics, 2007, p. .
PDF: 752MB
M. Feldman. Considering High Harmonics for Identification of Nonlinear Systems by Hilbert Transform.
Mechanical Systems and Signal Processing, 2007, Vol 21/2 pp 943-958.
PDF: 781Mb
X. Q. Zhu and S. S. Law. Nonlinear Characteristics of Damaged Reinforced Concrete Beam from Hilbert-Huang Transform.
J. Struct. Engrg., 2007, Volume 133, Issue 8, pp. 1186-1191.
M. Feldman M. Time-Varying Vibration Decomposition and Analysis Based on the Hilbert Transform.
Journal of Sound and Vibration. 2006, Vol 295/3-5 pp. 518-530.
PDF: 550Mb
Banfu Yan & Ayaho Miyamoto. A Comparative Study of Modal Parameter Identification Based on Wavelet and Hilbert-Huang Transforms.
Computer-Aided Civil and Infrastructure Engineering 21 (2006) 9-23.
Tegoeh Tjahjowidodo, Farid Al-Bender, Hendrik Van Brussel.
Identification of Backlash in Mechanical Systems Experimental dynamic identification of backlash using skeleton methods
Mechanical Systems and Signal Processing, 2007, 21, pp. 959-972.
Gaetan Kerschen, Keith Worden, Alexander F. Vakakis and Jean-Claude Golinval.
Past, present and future of nonlinear system identification in structural dynamics. REVIEW ARTICLE,
Mechanical Systems and Signal Processing, Volume 20, Issue 3, April 2006, Pages 505-592.
Manuel Andrade and A. R. Messina. Application of Hilbert Techniques to the Study of Subsynchronous Oscillations.
International Conference on Power Systems Transients (IPST''05) in Montreal, Canada on June 19-23, 2005.
Paper No. IPST05 - 172.
Silian Lin, Jann N Yang and Li Zhou.
Damage identification of a benchmark building for structural health monitoring.
Smart Mater. Struct. 14 (2005), s161 - 169.
Feldman M., Time-Varying And Non-Linear Dynamical System Identification Using The Hilbert Transform,
Proceedings of ASME VIB 2005: 20th Biennial Conference on Mechanical Vibration and Noise,
September 24-28, 2005 Long Beach, DETC2005-84644.
PDF: 2.8Mb
E. Doukaa, L.J. Hadjileontiadis. Time-frequency analysis of the free vibration response
of a beam with a breathing crack. NDT&E International 38 (2005) 3-10.
Jaideva C. Goswami., Albert E. Hoefel. Algorithms for estimating instantaneous frequency.
Signal Processing 84 (2004) 1423-1427.
Baozhong Yang, C. Steve Suh.
Interpretation ofcrack-induced rotor non-linear response using instantaneous frequency.
Mechanical Systems and Signal Processing, 18 (2004), pp. 491-513.
Jann N. Yang; Ying Lei; Silian Lin; and Norden Huang. Identification of Natural Frequencies and Dampings of In Situ Tall Buildings Using Ambient Wind Vibration Data.
JOURNAL OF ENGINEERING MECHANICS © ASCE / MAY 2004, pp. 570 - 577.
Andrade, M. A. Messina, A. R. Rivera, C. A. Olguin, D. Identification of Instantaneous Attributes of Torsional Shaft Signals Using the Hilbert Transform.
Journal title IEEE TRANSACTIONS ON POWER SYSTEMS PWRS, 2004, VOL 19; PART 3, pp. 1422-1429
Yang, W-X; Hull, J B; Seymour, M D. A contribution to the applicability of complex wavelet analysis of ultrasonic signals
NDT and E International. Vol. 37, no. 6, pp. 497-504. Sept. 2004
YING-CHENG LAI NONG YE. RECENT DEVELOPMENTS IN CHAOTIC TIME SERIES ANALYSIS.
International Journal of Bifurcation and Chaos, Vol. 13, No. 6 (2003) 1383-1422
T. Kijewski & A. Kareem. Wavelet Transforms for System Identification in Civil Engineering.
ComputerAided Civil and Infrastructure Engineering 18 (2003), 339--355
Authors:
Tawfiq, I.; Vinh, T.
Title:
Contribution to the Extension of Modal Analysis to Non-Linear Structure Using Volterra Functional Series
Journal:
Mechanical Systems and Signal Processing, 2003, Volume 17, Issue 2, p. 379-407.
S T Quek, P S Tua and Q Wang.
Detecting anomalies in beams and plate based on the Hilbert-Huang transform of real signals
Smart Mater. Struct. 12 (2003) 447-460
Lili Wang, Jinghui Zhang, Chao Wang, Shiyue Hu.
Time-Frequency Analysis of Nonlinear Systems: The Skeleton Linear Model and the Skeleton Curves.
Transactions of the ASME, Vol. 125, APRIL 2003, 170-177.
Jann N. Yang, Ying Lei, Shuwen Pan and Norden Huang.
System identication of linear structures based on Hilbert-Huang spectral analysis. Part 2: Complex modes.
EARTHQUAKE ENGINEERING AND STRUCTURAL DYNAMICS,
Earthquake Engng Struct. Dyn. 2003; 32:1533-1554 (DOI: 10.1002/eqe.288)
Jann N. Yang, Ying Lei, Shuwen Pan and Norden Huang. System identication of linear structures based on
Hilbert-Huang spectral analysis. Part 1: normal modes. EARTHQUAKE ENGINEERING AND STRUCTURAL DYNAMICS,
Earthquake Engng Struct. Dyn. 2003; 32:1443.1467 (DOI: 10.1002/eqe.287)
Stefan L. Hahn. On the uniqueness of the deffnition of the amplitude and phase of the analytic signal.
Signal Processing 83 (2003) pp. 1815 - 1820.
Bruns, J.-U.; Lindner, M.; Popp, K.
Identification of the Nonlinear Restoring Force Characteristic of a Rubber Mounting.
PAMM · Proc. Appl. Math. Mech. 2, 270-271 (2003)
Gerard Girolami and David Vakman. Instantaneous frequency estimation and measurement: a quasi-local method.
Meas. Sci. Technol. 13 (2002) 909-917 PII: S0957-0233(02)30969-X
Ghen, J; Xu, Y L. Identification of modal damping ratios of structures with closely spaced modal frequencies.
Structural Engineering and Mechanics. Vol. 14, no. 4, pp. 417-434. Oct. 2002
Min Sig Kang, A.B. Stanbridge, Tae Gyu Chang, and Ho Seong Kim.
MEASURING MODE SHAPES WITH A CONTINUOUSLY SCANNING LASER VIBROMETER - HILBERT TRANSFORM APPROACH.
Mechanical Systems and Signal Processing, v 16, n 2-3, March, 2002, p 201-210.
Ferhat Cakrak and Patrick J. Loughlin. Multiwindow Time-Varying Spectrum with Instantaneous
Bandwidth and Frequency Constraints. IEEE TRANSACTIONS ON SIGNAL PROCESSING, VOL. 49, NO. 8, AUGUST 2001, pp.1656-1666.
Authors: FEENY B.F.1; YUAN C.-M.2; CUSUMANO J.P.3.
PARAMETRIC IDENTIFICATION OF AN EXPERIMENTAL MAGNETO-ELASTIC OSCILLATOR.
Source: Journal of Sound and Vibration, Volume 247, Number 5, November 2001, pp. 785-806(22)
Wang L-l.; Zhang J-h. Identification of Nonlinear Dynamic Systems: Time-Frequency Filtering and Skeleton Curves,
Applied Mathematics and Mechanics, olume 22, Number 2, February 2001, pp. 210-219(10)
Feldman M., Hilbert Transforms, in Encyclopedia of Vibration. New York: Academic, 2001, pp. 642-648.
CW Moloney, DM Peairs, ER Roldan.
Characterization of damping in bolted lap joints.
IMAC-XIX: A Conference on Structural Dynamics, Kissimmee, FL, 2001
Authors: BELLIZZI S.; GUILLEMAIN P.; KRONLAND-MARTINET R.
IDENTIFICATION OF COUPLED NON-LINEAR MODES FROM FREE VIBRATION USING TIME-FREQUENCY REPRESENTATIONS.
Source: Journal of Sound and Vibration, Volume 243, Number 2, May 2001, pp. 191-213(23).
Jingping Xu, Louis-Gilles Durand, and Philippe Pibarot.
Nonlinear Transient Chirp Signal Modeling of the Aortic and Pulmonary Components of the Second Heart Sound
IEEE TRANSACTIONS ON BIOMEDICAL ENGINEERING, VOL. 47, NO. 7, JULY 2000, 1328-1325.
David Vakman. New high precision frequency measurement. Meas. Sci. Technol. 11 (2000) 1493-1497.
C. B. Smith; N. M. Wereley.
Nonlinear Damping Identification from Transient Data
AIAA Journal 1999. 0001-1452 vol.37 no.12 (1625-1632)
Huang-Norden-E; Shen-Zheng; Long-Steven-R.
New view of nonlinear water waves: The Hilbert spectrum
Annual-Review-of-Fluid-Mechanics. v 31 1999, p 417-457.
PDF: 1.2Mb
D.E. Adams, R.J. Allemang, Survey of nonlinear detection and identification techniques for experimental
vibrations structural dynamic model through feedback, in: Proceedings of the International Seminar on
Modal Analysis (ISMA), Leuven, 1998, pp. 269-281 (Sections 1, 4.1; Introduction Section 3).
Wonchul Nho and Patrick J. Loughlin. When Is Instantaneous Frequency the Average Frequency at Each Time?
IEEE SIGNAL PROCESSING LETTERS, VOL. 6, NO. 4, APRIL 1999, pp. 78-80.
Balasubramaniam Santhanam and Petros Maragos.
Energy Demodulation of Two-Component AM-FM Signal Mixtures.
IEEE SIGNAL PROCESSING LETTERS, VOL3, N11, NOVEMBER 1996, pp. 294-297.
Chen-JT; You-DW.
Integral-differential equation approach for the free vibration of a SDOF system with hysteretic damping
Advances-in-Engineering-Software-30-1. Jan 1999, p 43-48.
Feldman M., Seibold S. Damage diagnosis of rotors: application of Hilbert-transform
and multi-hypothesis testing. Journal of Vibration and Control, 1999, 5, p 421-445
PDF: 927K
Huang NE, Shen Z, Long SR, Wu ML, Shih HH, et al 1998. The Empirical Mode Decomposition
and Hilbert Spectrum for Nonlinear And Nonstationary Time Series Analysis.
Proc. R. Soc. London, Ser. A 454:903–95
B.-K. Bae and K.-J. Kim
A HILBERT TRANSORM APPROACH IN SOURCE IDENTIFICATION VIA MULTIPLE-INPUT
SINGLE-OUTPUT MODELING FOR CORRELATED INPUTS
Mechanical Systems and Signal Processing, v 12, n 4, Jul 1998, p 501-513
Lai YC
Analytic signals and the transition to chaos in deterministic flows
PHYS REV E 58: (6) R6911-R6914 Part A DEC 1998
Arnulfi, G.L.; Ghiglino, F.L.; Massardo, A.F.
Comparison between complete Hilbert Transform and simplified solutions of the
Moore rotating stall model, Journal of Turbomachinery, Transactions of the ASME,
Volume 120, Issue 3, July 1998, Pages 446-453
Kumaresan-Ramdas; Rao-Ashwin
Unique positive FM-AM decomposition of signals
Multidimensional-Systems-and-Signal-Processing. v 9 n 4 Oct 1998, p 411-418.
Baxter-Robert-A; Quatieri-Thomas-F
AM-FM separation using shunting neural networks
Proceedings-of-the-IEEE-SP-International-Symposium-on-Time-Frequency-and-Time-Scale-Analysis.
1998, IEEE, Piscataway, NJ, USA, 98TH8380. p 553-556.
Kendig-RP
Algorithm to count fatigue cycles
Proceedings-National-Conference-on-Noise-Control-Engineering.v 1 1997, Inst of Noise Control Engineering,
Poughkeepsie, NY, USA. p 531-536.
Kim-Do-nyeon; Cha-Ill-whan; Youn-Dae-hee Estimation of time-varying
magnitude squared coherence functions
Trends-in-Information-Systems-Engineering-and-Wireless-Multimedia-Communications
Proceedings-of-the-International-Conference-on-Information,
Communications-and-Signal-Processing, ICICS.v
3 1997, IEEE, Piscataway, NJ, USA. p 1389-1392.
Rao-A; Kumaresan-R
Parametric modeling approach to Hilbert transformation
IEEE-Signal-Processing-Letters.v 5 n 1 Jan 1998, p 15-17.
Perry-P; Brazil-TJ
Hilbert-transform-derived relative group delay
IEEE-Transactions-on-Microwave-Theory-and-Techniques.v 45 n 8 pt 1 Aug 1997, p 1214-1225.
Mikhailishin, V.Yu.; Yavorskii, I.N.
Narrowband nonstationary random processes
Radiotekhnika i Elektronika, vol.42, no.5, p. 596-605
TRANSLATED IN: Journal of Communications Technology and Electronics,
1997, vol.42, no.5, p. 548-57
Fault detection on radial and meshed transmission systems using fast Hilbert transform
Sharaf-AM; El-Sharkawy-RM; Talaat-HEA; Badr-MAL
Electric-Power-Systems-Research.v 41 n 3 Jun 1997, p 185-190.
Analysis of nonstationary signals
Gade-Svend; Gram-Hansen-Klaus
S-V-Sound-and-Vibration.v 31 n 1 Jan 1997, p 40-46.
Random vibration analysis of a nonlinear system using the Volterra series
Worden-K; Manson-G
Proceedings-of-the-International-Modal-Analysis-Conference-IMAC.v 1 1997, SEM, Bethel, CT,
USA. p 1003-1011.
Representation of the harmonic response in the complex plane for modal parameter identification
Spina-D; Valente-C
Proceedings-of-the-International-Modal-Analysis-Conference-IMAC.v 1 1997, SEM, Bethel, CT,
USA. p 57-63.
Classification of nonlinearities using neural networks
Wardle-R; Worden-K; King-NE
Proceedings-of-the-International-Modal-Analysis-Conference-IMAC.v 1 1997, SEM, Bethel, CT,
USA. p 980-986.
Glottal-to-noise excitation ratio - a new measure for describing pathological voices
Michaelis-D; Gramss-T; Strube-HW
Acta-Acustica-(Stuttgart).v 83 n 4 Jul-Aug 1997, p 700-706.
Natural frequencies and dampings identification using wavelet transform: application to real data
Ruzzene-M; Fasana-A; Garibaldi-L; Piombo-B
Mechanical-Systems-and-Signal-Processing.v 11 n 2 Mar 1997, p 207-218.
AM-FM separation using auditory-motivated filters
Quatieri-Thomas-F; Hanna-Thomas-E; O'-Leary-Gerald-C
IEEE-Transactions-on-Speech-and-Audio-Processing.v 5 n 5 Sep 1997, p 465-480.
Hilbert-transform spectral analysis of millimeter- and submillimeter-wave radiation with high T
sub c Josephson junctions
Divin-Yuri-Y; Pavlovskii-Valery-V; Volkov-Oleg-Y; Schulz-Heiko; Poppe-Ulrich; Klein-Norbert;
Urban-Knut
IEEE-Transactions-on-Applied-Superconductivity.v 7 n 2 pt 3 June 1997, p 3426-3429.
Spectral analysis of waves on the ocean surface using high resolution time frequency
representations
Grassin-S; Garello-R
IEE-Conference-Publication.n 439 1997, IEE, Stevenage, Engl. p 153-159.
New algorithm for the reconstruction of bandlimited functions and their Hilbert transform
Boche-Holger; Protzmann-Marcus
IEEE-Transactions-on-Instrumentation-and-Measurement.v 46 n 2 Apr 1997, p 442-444.
Advanced machine diagnostics
Randall-RB
Shock-and-Vibration-Digest.v 29 n 1 Jan-Feb 1997, p 6-30.
Multiple-target frequency-modulated continuous-wave ranging by evaluation of the impulse
response phase
Stolle-Reinhard; Schiek-Burkhard
IEEE-Transactions-on-Instrumentation-and-Measurement.v 46 n 2 Apr 1997, p 426-429.
Gottlieb O., Feldman M. Application of a Hilbert Transform-Based Algorithm for Parameter
Estimation of a Nonlinear Ocean System Roll Modell. Journal of Offshore Mechanics and
Arctic Engineering. ASME, 1997, v 119, n4, p 239-243
Feldman M. Non-Linear Free Vibration Identification via the Hilbert Transform.
Journal of Sound and Vibration. v 208, n 3, December 4, 1997, p475-489
PDF: 247K
Features of a combined FFT and Hilbert transform for phase Doppler signal processing
Lehmann-Peter; Schombacher-E-Hanno
Measurement-Science-and-Technology.v 8 n 4 Apr 1997, p 409-421.
J. F. Toland. A Few Remarks about the Hilbert Transform.
Journal of Functional Analysis, v 145, n 1, April 1, 1997, p 151-174, (ID FU963017)
D. Brie, M. Tomczak, H. Oehlmann, A. Richard.
GEAR CRACK DETECTION BY ADAPTIVE AMPLITUDE AND PHASE DEMODULATION.
Mechanical Systems and Signal Processing, v 11, n 1, January, 1997, p149-167
Hysteretic damping revisited
Chen-JT; You-DW
Advances-in-Engineering-Software.v 28 n 3 Apr 1997, p 165-171.
S. Braun and M. Feldman. TIME-FREQUENCY CHARACTERISTICS OF NON-LINEAR SYSTEMS.
Mechanical Systems and Signal Processing, v 11, n 4, July 1997, p 611-620
PDF: 218K
Title Complex envelope displacement analysis: a quasi-static approach to vibrations.
Author(s)
Carcaterra, A.
Sestieri, A.
Journal Info
Journal of sound and vibration.
MAR 27 1997 v 201 n 2
M.G. Rosenblum and J. Kurths, Analysing Synchronization Phenomena from Bivariate Data by Means of the Hilbert
Transform, in: "Nonlinear Analysis of Physiological Data", Edited by H. Kantz, J. Kurths, and G. Mayer--Kress.
Springer Series for Synergetics, (Springer, Berlin, 1998), pp. 91-99
A.S. Pikovsky, M.G. Rosenblum, G.V. Osipov, and J. Kurths, Phase Synchronization of Chaotic Oscillators
by External Driving, Physica D, 104 (3-4), pp. 219-238, 1997.
Feldman M., Braun S. Description of free responses of SDOF systems via the phase plane
and Hilbert transform: the concepts of envelope and instantaneous frequency.
Proc. of the XV Int. Modal Analysis Conf., Orlando, Florida, 1997, 973-979 pp.
Feldman M., Vibration analysis of non-symmetric elastic force systems
via the Hilbert transform Proc. of the XV Int. Modal Analysis Conf., Orlando,
Florida, 1997, 1017-1022 pp.
Stefan L. Hahn. Hilbert Transforms In Signal Processing. Artech House, 1996, 305 pp.
A Comparison of Two Techniques for the Interpolation/Extrapolation of Frequency Domain
Responses
Sharath Narayana,Tapan K. Sarkar,Raviraj Adve,Michael Wicks,Vincent Vannicola
Digital Signal Processing, v 6, n 1, January 1996, p 51-67, (ID SP960006)
TI- On the amplitude- and frequency-modulation decomposition of signals
AU- Loughlin, Patrick J.; Tacer, Berkant
SO- Journal of the Acoustical Society of America v 100 n 3 Sep 1996. p 1594-1601
PY- 1996
Digital Hilbert transform for processing of laser Doppler
vibrometer signals, pp.89-96
Author(s): V.A. Grechikhin, Moscow Power Engineering Institute,
Moscow, Russia;
Bronius S. Rinkevichius,
Moscow Power Engineering Institute, Moscow, Russia.
Second International Conference on Vibration Measurements
by Laser Techniques: Advances and Applications
ISBN: 0-8194-2264-9, 588 pages. Published 1996
Meeting Date: 10/16 - 10/18/96, Washington, DC, USA
SPIE Proceedings Vol. 2868
Transient analysis for damping identification in rotating composite beams with integral damping
layers
Smith-Clifford-B; Wereley-Norman-M
Smart-Materials-and-Structures.v 5 n 5 Oct 1996, p 540-550.
D.Spina, C.Valente, G.R.Tomlinson. A New Procedure for Detecting Nonlinearity from
Transient Data Using the Gabor Transform. Nonlinear Dynamics, 11 1996, pp. 235-254
Analysis of nonlinear system using NARMA models
Loh-Ch-H; Duh-J-Y
Structural-Engineering-Earthquake-Engineering.v 13 n 1 Apr 1996, p 11s-21s.
TI- Comparison between complete Hilbert transform and simplified solutions of the
Moore rotating stall model
AU- Arnulfi, Gianmario L.; Ghiglino, Fabio L.; Massardo, Aristede F.
SO- American Society of Mechanical Engineers (Paper) 1996. ASME, New York, NY, USA.
9pp 96-GT-140
PY- 1996
TI- Instantaneous phase shift estimation methods
AU- Zielinski, Tomasz P.
SO- Conference Record - IEEE Instrumentation and Measurement Technology Conference v
1 1996. IEEE, Piscataway, NJ, USA,96CB35936. p 162-167
PY- 1996
Title
The Hilbert Transform of the Product a(t)cos(omega ot + phi o).
Author(s)
Hahn, S.L.
Journal Info
Bulletin of the polish academy of sciences. tec
1996 v 44 n 1
Title
A wavelet-based algorithm for the Hilbert transform.
Author(s)
Dishan, Huang
Journal Info
Mechanical systems and signal processing.
MAR 01 1996 v 10 n 2 Mar 1996. p 125-134
P.Ch. Ivanov, M.G. Rosenblum, C.-K. Peng, J. Mietus, S. Havlin, H.E. Stanley, and
A. L. Goldberger, Scaling Behavior of Heartbeat Intervals Obtained by Wavelet-Based Time Series
Analysis, Nature, 383, pp. 323-327, 1996.
P. Tass, J. Kurths, M.G. Rosenblum, G. Guasti, and H. Hefter, Delay Induced Transitions in Visually
Guided Movements, Physical Review E, 54 (3), pp. R2224-R2227, 1996.
M.G. Rosenblum, A.S. Pikovsky and J. Kurths, Phase Synchronization of Chaotic Oscillators, Physical
Review Letters, 76, pp. 1804-1807, 1996.
Interpolation/extrapolation of frequency domain responses using the Hilbert transform
Narayana-Sharath-M; Rao-Girish; Adve-Raviraj; Sarkar-Tapan-K; Vannicola-Vincent-C;
Wicks-Michael-C; Scott-Steven-A
IEEE-Transactions-on-Microwave-Theory-and-Techniques.v 44 n 10 pt 1 Oct 1996, p 1621-1626.
Braun S., Feldman M., Grushkevich A. Identification of electromagnetic damping
force for a rotating system. Proc. of the XIV Int. Modal Analysis Conf., Dearborn,
Michigan, USA, 1996, pp.
Modified Hilbert transform and its application to self potential interpretation
Sundararajan-N; Srinivas-Y
Journal-of-Applied-Geophysics.v 36 n 2-3 Dec 1996, p 137-143.
Improved arrival time detection for cardiac pulse transit sonomicrometry
Davis-JW
Computers-in-Cardiology.1996, IEEE, Los Alamitos, CA, USA,96CB36012. p 145-148.
Use of adaptive Hilbert transformation for EEG segmentation and calculation of instantaneous
respiration rate in neonates
Arnold-Matthias; Doering-Axel; Witte-Herbert; Dorschel-Jens; Eisel-Michael
Journal-of-Clinical-Monitoring.v 12 n 1 Jan 1996, p 43-60.
Method for determining high-resolution activation time delays in unipolar cardiac mapping
Shors-Stephanie-M; Sahakian-Alan-V; Sih-Haris-J; Swiryn-Steven
IEEE-Transactions-on-Biomedical-Engineering.v 43 n 12 Dec 1996, p 1192-1196.
Title
An innovative application of the Hilbert transform to time delay estimation
of overlapped ultrasonic echoes.
Author(s)
Audoin, B.
Roux, J.
Journal Info
Ultrasonics.
MAR 01 1996 v 34 n 1
TI- Circumventing space sampling limitations in mechanical vibrations
AU- Sestieri, Aldo; Carcaterra, Antonio
SO- Meccanica v 31 n 2 Apr 1996. p 163-176
PY- 1996
Time-domain analysis of linear hysteretic damping
Inaudi-Jose-A; Makris-Nicos
Earthquake-Engineering-and-Structural-Dynamics.v 25 n 6 Jun 1996, p 529-545.
TI- Stochastic response of systems with linear hysteretic damping
AU- Spencer, B.F. Jr.; Bergman, L.A.
SO- Proceedings of Engineering Mechanics v 2 1996. ASCE, New York, NY, USA. p 677-680
PY- 1996
TI- Dynamic sub-structure method in time domain using analytical representation of
dynamic stiffness of soil
AU- Yoshida, Nagayuki
SO- Proceedings of Engineering Mechanics v 1 1996. ASCE, New York, NY, USA. p 184-187
PY- 1996
TI- Digital signal processing - it's not just FFTs anymore
AU- Porter, Michael L.
SO- Personal Engineering and Instrumentation News v 13 n 3 Mar 1996. p 38-46
PY- 1996
Gottlieb O., Feldman M., Yim S.C.S. Parameters identification of Nonlinear ocean
mooring systems using the Hilbert transform. Journal of offshore mechanics and
Arctic engineering. ASME, 1996, v 118, n 1, p.29
J.M.H.Peters. A beginner's guide to the Hilbert transform.
Int. J. Math. Educ. Sci. Technology., 1995, Vol. 26, No. 1 pp. 107-110
I.I. Blekhman, P.S. Landa and M.G. Rosenblum, Synchronization and Chaotization in Interacting
Dynamical Systems, Applied Mechanics Reviews, 48 (11), pp. 733-752, 1995.
Author - Lokenath Debnath
Integral Transforms and Their Applications. CRC Press, Inc.
1995, 480 pp., ISBN: 0-8493-9458-9
Feldman M., Braun S. Diagnostics of nonlinear vibration systems on the basis
of the Hilbert transform. Proc. of the ASME Fifteenth Biennial Conference
on Mechanical Vibration and Noise Conf., Boston, Massachusetts, 1995, V. 3,
1241-1248 pp.
Feldman M., Braun S. Non-linear spring and damping forces estimation
during free vibration. Proc. of the ASME Fifteenth Biennial Conference on
Mechanical Vibration and Noise Conf., Boston, Massachusetts, 1995, V 3,
1241-1248 pp.
Feldman M., Braun S. Non-stationary vibration analysis by using the Hilbert
transform. Proc. of the Vibration and Noise '95 Conf., Venecia, Italy,
1995, pp. 465-475
Feldman M., Braun S. Identification of non-linear system parameters via the
instantaneous frequency: application of the Hilbert transform and Wigner
Ville techniques. Proc. of the XIII Int. Modal Analysis Conf., Nashville,
Tennessee, 1995, 637-642 pp.
Feldman M., Braun S. Processing for instantaneous frequency of 2-component
signal: the use of the Hilbert transform. Proc. of the XIII Int. Modal
Analysis Conf., Nashville, Tennessee, 1995, 776-781 pp.
Feldman M., Ben-Haim Y. Experimental investigation of lap-joint dynamics.
Proc. of the XIII Int. Modal Analysis Conf., Nashville, Tennessee, 1995, 1826-1831 pp.
TI- On the time domain analysis of viscoelastic models with complex coefficients
AU- Makris, Nicos
SO- Proceedings of Engineering Mechanics v 2 1995. ASCE, New York, NY, USA. p 1219-
1222
PY- 1995
TI- Linear hysteretic damping and the Hilbert transform
AU- Inaudi, Jose A.; Kelly, James M.
SO- Journal of Engineering Mechanics v 121 n 5 May 1995. p 626-632
PY- 1995
TI- Analysis of 3-D analytic signal
AU- Mohan, N.L.; Anand Babu, L.
SO- Geophysics v 60 n 2 Mar-Apr 1995. p 531-536
PY- 1995
AUTHOR(S): P D Spanos, S M Miller.
TITLE: Hilbert transform generalization of a classical
random vibration integral.
Source: Journal of Applied Mechanics - Transactions of the
ASME 61: 3 (SEP 1994)
Page(S) 575-581
author = "Andrew Reilly and Gordon Frazer and Boualem Boashash",
title = "Analytic signal generation---tips and traps",
year = 1994,
journal = "IEEE Transactions on Signal Processing",
number = 11,
volume = 42,
month = "November",
pages = "3241-3245"
AUTHOR(S): M. Feldman. TITLE: Non-linear system vibration analysis using
Hilbert transform -- I. Free vibration analysis method "FREEVIB".
Mechanical Systems and Signal Processing, 1994, 8(2), pp. 119-127
PDF: 242K
AUTHOR(S): M. Feldman. TITLE: Non-linear system vibration analysis using
Hilbert transform -- II.
Forced vibration analysis method "FORCEVIB". Mechanical Systems and Signal
Processing, 1994, 8(3), pp. 309-318
PDF: 310K
TI- Time-frequency analysis of 24-hour heart rate fluctuation for the
characterization of very low-frequency component
AU- Chan, Hsiao-Lung; Lin, Jiunn-Lee; Du, Chao-Cheng; Wu, Chien-Ping
SO- Annual International Conference of the IEEE Engineering in Medicine and Biology
Society - Proceedings v 16 n pt 2 1994. IEEE, Piscataway, NJ, USA,94CH3474-4. p
1250-1251
PY- 1994
AUTHOR(s): Nyamsi, R.G. Mbu
Aubin, T.
Bremond, J.C.
TITLE(s): On the Extraction of Some Time Dependent Parameters of an
Acoustic Signal by Means of the Analytic Signal Concept.
Its Application to Animal Sound Study.
In: Bioacoustics.
1994 v 5 n 3
Page: 187
AUTHOR(s): Nayfeh, A. H.
Nayfeh, S. A.
TITLE(s): On Nonlinear Modes of Continuous Systems.
In: Journal of vibration and acoustics.
JAN 01 1994 v 116 n 1
Page: 129
AUTHOR(s): Lim, T.C.
Singh, R.
TITLE(s): Vibration transmission through rolling element bearings,
part V: effect of distributed contact load on roller
bearing stiffness matrix.
In: Journal of sound and vibration.
JAN 27 1994 v 169 n 4
Page: 547
Title
A comparison of the energy operator and the Hilbert transform approach to signal
and speech demodulation.
Author(s)
Potamianos, A.
Maragos, P.
Journal Info
Signal processing.
MAY 01 1994 v 37 n 1
AUTHOR(S): A Grennberg, M Sandell
TITLE: Estimation of subsample time delay differences in
narrowband ultrasonic echoes using the Hilbert
transform correlation
Source: IEEE Transactions on Ultrasonics Ferroelectrics and
Frequency Control 41: 5 (SEP 1994)
Page(s) 588-595
AUTHOR(s): Krodkiewski, J.M.
Ding, J.
Zhang, N.
TITLE(s): Identification of unbalance change using a non-linear
mathematical model for multi-bearing rotor systems.
In: Journal of sound and vibration.
FEB 03 1994 v 169 n 5
Page: 685
Braun S., Feldman M. Decomposition of double-component vibration signals.
Proc. of the 25th Israel conf. on mechanical engineering, Technion, 1994,
pp.700-702
Gottlieb O., Feldman M., Yim S.C.S., Braun S., Estimation of non-linear ocean
mooring system parameters via the Hilbert transform. Proc. of the 25th Israel
conf. on mechanical engineering, Technion, 1994, pp.393-395
Feldman M., Braun S. Non-linear vibration analysis of a robot arm. Proc. of
the XII Int. Modal Analysis Conf., Honolulu, Hawaii, 1994, 1692-1697 pp.
AUTHOR(s): Shaw, S. W.
Pierre, C.
TITLE(s): Normal Modes of Vibration for Non-linear Continuous
Systems.
In: Journal of sound and vibration.
JAN 20 1994 v 169 n 3
Page: 319
AUTHOR(S): N Aydin, DH Evans
Title: Implementation of directional Doppler techniques
using a digital signal processor
Source: Medical & Biological Engineering & Computing
32: 4 Suppl. (JUL 1994)
Page(s) S157-S164
N.E.King, K.Worden. An expansion technique for calculating Hilbert transform.
Proc. of 5th Int. conf. on Recent Advances in Structural Dynamics. Southapton,1994,
TI- Hilbert transform of a constant envelope signal using the time-warping technique
AU- Wulich, Dov
SO- Signal Processing v 31 n 1 Mar 1993. p 97-101
PY- 1993
AUTHOR(s): Pyati, J.V.
TITLE(s): Comment on "On the Use of Hilbert Transform for Processing
Measured CW Data".
In: Ieee transactions on electromagnetic compatibili
NOV 01 1993 v 35 n 4
Page: 485
AUTHOR(s): Ries, S.
TITLE(s): Reconstruction of real and analytic band-pass signals from
a finite number of samples.
In: Signal processing.
SEP 01 1993 v 33 n 3
Page: 237
AUTHOR(s): Barnes, Arthur E.
TITLE(s): When the concepts of spectral frequency and instantaneous
frequency converge.
In: The Leading edge.
OCT 01 1993 v 12 n 10
Page: 1020
AUTHOR(s): Gimenez. G.
Cachard, C.
Vray, D.
TITLE(s): Use of the instantaneous frequency to investigate the
time-dependent velcoity of a continuously insonified
target.
In: Signal processing.
JUL 01 1993 v 33 n 1
Page: 57
AUTHOR(s): Peleg, S.
Porat, B.
Friedlander, B.
TITLE(s): The Achievable Accuracy In Estimating the Instantaneous
Phase and Frequency of a Constant Amplitude Signal.
In: IEEE transactions on signal processing : a publ
JUN 01 1993 v 41 n 6
Page: 2216
AUTHOR(s): Sun, M.
Sclabassi, R. J.
TITLE(s): Discrete-Time Instantaneous Frequency and Its Computation.
In: IEEE transactions on signal processing : a publ
MAY 01 1993 v 41 n 5
Page: 1867
AUTHOR(s): Lovell, B.C.
Williamson, R.C.
Boashash, B.
TITLE(s): The Relationship Between Instantaneous Frequency and
Time-Frequency Representations.
In: IEEE transactions on signal processing : a publ
MAR 01 1993 v 41 n 3
Page: 1458
Feldman M., Braun S. Analysis of typical non-linear vibration systems by using
the Hilbert transform. Proc. of the XI Int. Modal Analysis Conf., Kissimmee,
Florida, 1993, 799-805 pp.
AUTHOR(s): Lin, Yang-Tai
Sun, Te-Chang
TITLE(s): Mode Superposition Analysis of Viscously Damped Nonlinear
Structural Systems Using an Increment Algorithm.
In: Journal of vibration and acoustics.
OCT 01 1993 v 115 n 4
Page: 397
AUTHOR(s): Noor, Ahmed K.
Hadian, M. Jafar
Andersen, Carl M.
TITLE(s): Hybrid Analytical Technique for Nonlinear Vibration
Analysis of Thin-Walled Beams.
In: Journal of engineering mechanics
APR 01 1993 v 119 n 4
Page: 786
AUTHOR(s): Suzudo, Tomoaki.
TITLE(s): Reactor noise analysis based on nonlinear dynamic theory -
application to power oscillation.
In: Nuclear science and engineering.
FEB 01 1993 v 113 n 2
Page: 145
AUTHOR(s): Karakostas, G.
Wu, Yumei
TITLE(s): Oscillation in dynamical systems.
In: Nonlinear analysis.
1993 v 20 n 3
Page: 269
M.G.Rosenblum. A Characteristic Frequency of Chaotic Dynamical System.
Chaos, Solutions & Fractals, Vol. 3, No. 6, pp. 617-626, 1993
AUTHOR(s): Gao, Hujian
Wu, Tsai-Wei
TITLE(s): A note on the elastic contact stiffness of layered medium.
In: Journal of materials research.
DEC 01 1993 v 8 n 12
Page: 3229-3232
SANJIT K. MITRA and JAMES F. KAISER. HANDBOOK FOR DIGITAL SIGNAL
PROCESSING. WILEY-INTERSCIENCE, 1993 P. 1268
AUTHOR(s): Pharr, G.M.
Oliver, W.C.
Brotzen, F.R.
TITLE(s): On the generality of the relationship among contact
stiffness, contact area, and elastic modulus during
indentation.
In: Journal of materials research.
MAR 01 1992 v 7 n 3
Page: 613
Brancaleoni,F., Spina, D. and Valente, C., A free oscillation based technique
for the identification of nonlinear dynamic systems. Computational and Applied
Mathematics, I. Algorithms and Theory. Papers from the IMACS 13th World
Congress, Dublin, Ireland, Elsevier, 1992, 47-54 pp
B.C. Lovell and R.C. Williamson
The Statistical Performance of Some Instantaneous Frequency Estimators
IEEE Transactions on Signal Processing
40(7)
1708-1723
1992
AUTHOR(s): Setio, S.
Setio, H.D.
Jezequel, L.
TITLE(s): A method of non-linear modal identification from frequency
response tests.
In: Journal of sound and vibration.
NOV 08 1992 v 158 n 3
Page: 497
TI- Nonstationary response of structures with closely spaced frequencies.
AU- Xu, Kangming; Igusa, Takeru
SO- Journal of Engineering Mechanics v 118 n 7 Jul 1992 p 1387-1405
PY- 1992
P.J. Kootsookos
B.C. Lovell
B. Boashash
A Unified Approach to the STFT, TFDs and Instantaneous Frequency
IEEE Transactions on Signal Processing
40
1971-1982
IEEE
1992
B. Boashash
Estimating and Interpreting the Instantaneous Frequency --- Part 1: Fundamentals
Proceedings of the IEEE
80(4)
520-538
IEEE
1992
B. Boashash
Estimating and Interpreting the Instantaneous Frequency --- Part 2: Algorithms and Applications
Proceedings of the IEEE
80(4)
540-568
IEEE
1992
AUTHOR(s): Tesche, F.M.
TITLE(s): On the Use of the Hilbert Transform for Processing Measured
CW Data.
In: Ieee transactions on electromagnetic compatibili
AUG 01 1992 v 34 n 3 p 1
Page: 259
TI- Impulse response identification of SDOF systems from time-truncated signals.
AU- Agneni, A.; Crema, L. Balis; Paolozzi, A.
SO- Proceedings of the International Modal Analysis Conference - IMAC v 1. Publ by
Union Coll, Graduate & Continuing Studies, Schenectady, NY, USA. p 845-852
PY- 1991
TI- Application of the Hilbert transform to biomedical signal processing.
AU- Svatosh, J.
SO- Izvestiya VUZ: Radioelektronika v 34 n 11 Nov 1991 p 57-61
PY- 1991
Maragos, Petros; Quatieri, Thomas F.; Kaiser, James F. Speech
nonlinearities, modulations, and energy operators.
Proceedings of the 1991 International Conference on
Acoustics, Speech, and Signal Processing - ICASSP 91
( Toronto, Ont, Can ), 1991, v 1. pp. 421-424.
M.Feldman. Device and method for determination of
vibration system modal
parameters, Israel Patent # 098985, 1991
TI- Hilbert transform relations for complex signals.
AU- Reddy, G. R.; Swamy, M. N. S.
SO- Signal Processing v 22 n 2 Feb 1991 p 215-219
PY- 1991
K.Worden , G.R.Tomlinson. The high-frequency behaviour of frequency response
functions and its effect on their Hilbert transform. Proc. of 8th IMAC, 1990,
Florida, pp.121-127.
TI- Hilbert transform techniques for torsional vibration analysis.
AU- Randall, R. B.; Luo, Deyang
SO- Vibration and Noise-Measurement Prediction and Control National Conference
Publication - Institution of Engineers, Australia n 90 pt 9. Publ by IE Aust,
Barton, Aust. p 122-126
PY- 1990
TI- Relation between deviations in the frequency responses and the transient
characteristics of linear systems.
AU- Avdochenko, B. I.; Il'yushenko, V. N.
SO- Telecommunications and Radio Engineering (English translation of Elektrosvyaz and
Radiotekhnika) v 45 n 9 Aug 1990 p 87-92
PY- 1990
TI- Real-time analytic signal processor for ultrasonic nondestructive testing.
AU- Duncan, Michael G.
SO- IEEE Transactions on Instrumentation and Measurement v 39 n 6 Dec 1990. p 1024-
1029
PY- 1990
A. Agneni, L.Balis-Crema. Damping Measurements from
Truncated Signals via
Hilbert Transform. Mechanical Systems and Signal
Processing, 1989, 3(1), pp.1-13
P. Adamopoulos, W. Fong , J.K. Hammond. Envelope and instantaneous phase
characterisation of nonlinear system response. Proc. of the 6 IMAC, 1988,
pp. 1365-1371.
R.T. Hudspeth, J.R. Medina. Wave group analysis by the Hilbert Transform.
The 21st Coastal Engineering Conference CERC/ASCE, Costa del Sol-Malaga,
Spain, June 1988, pp. 884-898
G.R. Tomlinson. Developments in the use of the Hilbert transform for
detecting and quantifying non-linearity associated with frequency response
functions. Mechanical Systems and Signal Processing (1987) 1(2), pp.151-171.
P. Davies, J.K. Hammond. The use of envelope and instantaneous phase methods
for the response of oscillatory nonlinear systems to transients. Proc.
of the 5th IMAC, 1987, v.II, pp.1460-1466
M.S. Feldman. Investigation of the natural vibrations of
machine elements using the Hilbert transform. Soviet Machine Science.
Allerton Press Inc. (1985), no 2, pp.44-47.
J.S. Bendat: The Hilbert Transform and Applications to Correlation Measurements,
Bruel&Kjaer, 1985, BT0008
N. Thrane: The Hilbert Transform, Technical Review No. 3 1984,
Bruel&Kjaer, BV 0015
M. Simon and G.R. Tomlinson. Use of the Hilbert transform in modal
analysis of linear and non-linear structures. Journal of Sound and
Vibration (1984) 96(4), pp.421-436.
L. Vainshtein, D. Vakman. Razdelenie Chastot v Teorii
Kolebanii I Voln (Frequency separation in the theory of
vibration and waves). Moscow, Nauka, 1983.
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