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2013 | 13 | 1 |

Tytuł artykułu

On determining the nonnegative relaxation spectrum of viscoelastic materials using complementary error functions

Autorzy

Treść / Zawartość

Warianty tytułu

PL
O wyznaczaniu nieujemnego spektrum relaksacji materiałów lepkosprężystych z wykorzystaniem funkcji resztkowych błędu

Języki publikacji

EN

Abstrakty

EN
PL

Wydawca

-

Rocznik

Tom

13

Numer

1

Opis fizyczny

p.161-168,fig.,ref.

Twórcy

  • Department of Mechanical Engineering and Automatics, University of Life Sciences in Lublin, Doswiadczalna 50A, 20-280 Lublin, Poland

Bibliografia

  • Antoun B., Qi H.J., Hall R., G.P., Lu H., Lu Ch. (Eds),2013: Challenges in Mechanics of Time-Dependent Materials and Processes in Conventional and Multifunctional Materials. Proceedings of the 2012 Annual Conference on Experimental and Applied Mechanics. Springer, New York London,
  • Bachman G., Narici L., 1966: Functional Analysis. Academic Press. New York.
  • Dealy J., Larson R.G., 2006: Structure and rheology of molten polymers-from structure to flow behaviour and back again. Hanser, Munich.
  • Deaño A., Temme N.M. 2010: Analytical and numerical aspects of a generalization of the complementary error function. Applied Mathematics and Computation, 216, 3680-3693.
  • Fujihara S., Yamamoto R., Masuda Y., 1995: Max-wellian Spectra of Stress Relaxation in the Cell Wall and Growth Regulation in Higher Plants. .Jiři Blahovec (Ed): Proceedings of International Workshop Stress Relaxation in Solids and Biological Origin, Prague, September 18-19, 1995. Czech University of Agriculture, Prague, 1996, 47-51.
  • Golacki K., Kołodziej P., Stankiewicz A., Stropek Z., 2003: Report of KBN Grant No 5P06F00619: “Mechanical hardiness of sugar beet analysis in the context of practical mechanical loads”, 1-214 [in Polish].
  • Guz T., 2009: An influenee ofquarantine conditions on elasticity modulus in apples storcd in ulo and regular store. TEKA Commission of Motorization and Power Industry in Agriculture, 9, 69-77.
  • Hasiewicz Z., Stankiewicz A., 1985: On Applicability of Interaction Balance Method to Global Identification of Interconnected Steady-State Systems. IEEE Transaction on Automatic Control, 31(1), 77-80.
  • Hemmat A., Nankali N., Aghilinategh N., 2012: Simulating stress-sinkage under a plate sinkage test using a viscoelastic 2D axisymmetric finite element soil model. Soil and Tillage Research, 118, 107-116.
  • Kobus Z., Kusińska E., 2010: Effect of temperature and concentration on rheologlcal properties of tomato juice. TEKA Commission of Motorization and Power Industry in Agriculture, 10, 170-178.
  • Kontopoulou M. (Ed), 2012: Applied Polymer Rheology: Polymeric Fluids with Industrial Applications. John Wiley & Sons, New Jersey.
  • Kreindler E., Jameson A., 1972: Conditions for non-negativeness of partitioned matrices. IEEE Transaction on Automatic Control, 17(1), 147-148.
  • Lakes R. S., 2009: Viscoelastic Materials. Cambridge University Press, Cambridge.
  • Prorok B.C., Barthelat F., Korach Ch.S., Grande-Allen J .J ., Lipke E., Lykofatitits G., Zavattieri P., (Eds), 2013: Mechanics of Biological Systems and Materials, Volume 5. Proceedings ofthe 2012 Annual Conference on Experimental and Applied Mechanics, Springer, New York London.
  • Schwetlick A.H., 1988: Numerische lineare algebra. VEB Deutcher Verlag der Wissenschaften, Berlin.
  • Singh A.P., Lakes R.S., Gunasekaran S., 2006: Viscoelastic characterization of selected foods over an extended frequency range. Rheologica Acta, 46, 131-142.
  • Sorvari J., Malinen M., 2006: Determination of the relaxation modulus of a linearly viscoelastic material. Mechanies of Time-Dependent Materials, 10,125-133.
  • Stankiewicz A., 2007: Identiflcation of the relaxation spectrum of viscoelastic plant materials. Ph. D. Thesis, Agricultural University of Lublin, Poland [in Polish].
  • Stankiewicz A., 2010: Identification of the relaxation and retardation spectra of plant viscoelastic materials using Chebyshev functions. TEKA Commission of Motorization and Power Industry in Agriculture, 10, Part I. 363-371; Pan 11. 372-378; Pan 111. 396-404.
  • Stankiewicz A., 2012: An algorithm for identification ofthe relaxation Spectrum of viscoelastic materials from discrete-time stress relaxation noise data. TEKA Commission of Motorization and Energetics in Agriculture, 12(2),187-192.
  • Wang S., Qi J., Yao X., 2011: Stress relaxation characteristics of warm frozen clay under triaxial conditions. Cold Regions Science and Technology, 69,112-117,
  • Yeung A.T., Mitchell J.K., 1993: Coupled fluid, electrical and chemical flows in soil. Géotechnique, 43(1), 121-134.
  • Zi G., Bažant Z. P., 2002: Cominuous Relaxation Spectrum for Concrete Creep and its Incorporation into Microplane Model M4. Journal of Engineering Mechanics, ASCE 128(12),1331-1336.

Typ dokumentu

Bibliografia

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