Have a personal or library account? Click to login
The Influence of Temperature Changes on the Eigen - Frequencies and Mode Shapes for Rectangular Plates Clamped on the Contour Cover

The Influence of Temperature Changes on the Eigen - Frequencies and Mode Shapes for Rectangular Plates Clamped on the Contour

Open Access
|Jul 2017

References

  1. [1] Cornel Haţiegan, Edwald-Viktor Gillich, Ovidiu Vasile, Marian-Dumitru Nedeloni, Ioan Pădureanu, Finite Element Analysis of thin plates clamped on the rim of different geometric forms. Part I: Simulating the Vibration Mode Shapes and Natural Frequencies, Romanian Journal of Acoustics & Vibration, Vol.XII, No.1, 2015.
  2. [2] Cornel Haţiegan, Edwald-Viktor Gillich, Ovidiu Vasile, Marian-Dumitru Nedeloni, Marcel Jurcu, Petru Magheţi, Finite Element Analysis of thin plates clamped on the rim of different geometric forms. Part II: The Absolute and Relative Variation of Natural Frequencies, Romanian Journal of Acoustics & Vibration, Vol. XII, No.1, 2015.
  3. [3] Marius Tufoi, Cornel Haţiegan, Ovidiu Vasile, Gilbert-Rainer Gillich, Dynamic Analysis of Thin Plates with Defects by Experimental and FEM Methods, Romanian Journal of Acoustics and Vibration, Vol. X, No.2, 2013.
  4. [4] Marius Tufoi, Gilbert-Rainer Gillich, Zeno-Iosif Praisach, Jean Loius Ntakpe, Cornel Hatiegan, An Analysis of the Dynamic Behavior of Circular Plates from a Damage Detection Perspective, Romanian Journal of Acoustics & Vibration, Vol.X, No.1, 2014.
  5. [5] Marius Tufoi, Gilbert-Rainer Gillich, Ion Cornel Mituletu, Cornel Hatiegan, An Analysis of the Dynamic Behavior of Rectangular Plates from a Damage Detection Approach, Romanian Journal of Acoustics & Vibration, Vol. XII, Nr.2, 2015.
  6. [6] Cornel HAŢIEGAN, Gilbert-Rainer GILLICH, Mihaela RĂDUCA, Eugen RĂDUCA, Ana Maria BUDAI, Florian MUNTEAN, “Finite Element Analysys of Natural Frequencies and Mass Participation's Coefficients for Thin Plates with Defects”, Scientific Bulletin of" Politehnica" University of Timisoara, Volumul 57, No. 2, 2012.
  7. [7] Haţiegan C., Nedeloni M. D., Tufoi M., Protocsil C., Răduca M., Modal Analysis Of Natural Frequencies And Mass Participation Coefficients Of Simply Supported Thin Plates With Damages, Constanţa Maritime University Annals, Anul XIV, Volum 19, Pp. 115-120, 2013.
  8. [8] Haţiegan C., Tufoi M., Răduca E., Protocsil C., Mituleţu C., Modal Analysis Through Solidworks Software Of Clamped Thin Plates With Damages, Constanţa Maritime University Annals, Anul XIV, Volum 19, Pp. 121-124, 2013.
  9. [9] Haţiegan C., Gillich G. R., Gillich N., Tufoi M., Răduca M., Modal Analysis of Thin Plates with Damage Simply Supported on all Edges, Analele Universităţii "EFTIMIE MURGU", Fascicula de Inginerie, Anul XX, Nr. 1, Reşiţa, 2013.
  10. [10] Haţiegan C., Gillich G. R., Răduca E., Nedeloni M. D., Cîndea L., Equation of Motion and Determining the Vibration Mode Shapes of a Rectangular Thin Plate Simply Supported on Contour Using MATLAB, Analele Universităţii "Eftimie Murgu", Fascicula de Inginerie, Anul XX, Nr. 1, Reşiţa, 2013.
  11. [11] Tufoi M., Haţiegan C., Gillich G. R., Protocsil C., Negru I., Frequency Changes in Thin Rectangular Plates due to Geometrical Discontinuities. Part I: Finite Element Analysis, Analele Universităţii "EFTIMIE MURGU", Fascicula de Inginerie, Anul XX, Nr. 3, Reşiţa, 2013.
  12. [12] Cornel Hatiegan, Marian-Dumitru Nedeloni, Cristinel Popescu, Marius Tufoi, Ioan Pădureanu, Cristian Rudolf, Comparative Study through Modal Analysis of Thin Trapeze Shape Plates Clamped on Contour without and with Damages, Analele Universităţii "Eftimie Murgu" Reşiţa, Fascicula de Inginerie, Anul XXII, Nr. 2, 2015.
  13. [13] Marian-Dumitru Nedeloni, Cornel Haţiegan, Florian Muntean, Marcel Jurcu, Irina Maria Terfăloagă, Petru Magheţi, A Modal Analysis Study of Thin Parallelogram Plates Clamped on the Rim with and without Defects Using the Solid Works Program, Analele Universităţii "Eftimie Murgu" Reşiţa, Fascicula de Inginerie, Anul XXII, Nr. 2, 2015.
  14. [14] S. Xiao, B. Chen, “Dynamic and buckling analysis of a thin elastic-plastic square platein a uniform temperature field”, Acta Mech Sinica 21, Pp.181-186, 2005.10.1007/s10409-005-0025-y
  15. [15] Cornel Haţiegan, Mihaela Molnar, Sorin Trocaru, Ioan Pădureanu, Marcel Romulus Jurcu, Florin Ilie, Modeling and Simulation of Thermal Analysis of a Teflon Coated Plate, International Conference KNOWLEDGE-BASED ORGANIZATION 2016, Volume 22, Issue 3, Pages 639-643, July 2016.10.1515/kbo-2016-0110
  16. [16] P.Malekzadeh, S.A.Shahpari, H.R.Ziaee, Three-dimensional free vibration of thick functionally graded annular plates in thermal environment, Journal of Sound and Vibration, Vol.329, Pp. 425-442, 2010.10.1016/j.jsv.2009.09.025
  17. [17] P. Shi, C.Y. Dong, Vibration analysis of functionally graded annular plates with mixed boundary conditions in thermal environment, Journal of Sound and Vibration, Vol.331, Pp. 3649-3662, 2012.
Language: English
Page range: 168 - 173
Published on: Jul 22, 2017
In partnership with: Paradigm Publishing Services
Publication frequency: 3 issues per year

© 2017 Cornel Haţiegan, Gilbert Rainer Gillich, Gheorghe Popovici, Luminita Haţiegan, published by Nicolae Balcescu Land Forces Academy
This work is licensed under the Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 License.