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01.06.2018) 8. Deegenberg klinik, Bad Kissingen; Germania Dr. Carmen Săndică.Sursa: JurnaluldeDiabet1/2009 9. A new Classification of Diabetic Nephropathy 2014: a report from Joint Committee on Diabetic Nephropathy. Haneda M, Utsunomiya K, Koya D, Babazono T, Moriya T, Makino H, Kimura K, Suzuki Y, Wada T, Ogawa S, Inaba M, Kanno Y, Shigematsu T, Masakane I, Tsuchiya K, Honda K, Ichikawa K, Shide K; Joint Committee on Diabetic Ne phropathy 10. Skovborg, F., A. Nielsen, J.Schlichtkrull, and J. Ditzel, 1966. Blood-viscosity in diabetic

, 7 pages. [4] K. Goebel, W.A. Kirk. Topics in Metric Fixed Point Theory, Cambridge Studies in Advanced Mathematics, vol. 28, Cambridge University Press, Cambridge, 1990. [5] B. Halpern, Fixed points of nonexpanding maps, Bull. Amer. Math. Soc. 73 (1967) 957-961. [6] S. He, C. Yang, P. Duan, Realization of the hybrid method for Mann iterations, Appl. Math. Comp. 217 (2010) 4239-4247. [7] P. Kumam, S. Plubtieng, Viscosity approximation methods for monotone mappings and a countable family of nonexpansive mappings, Mathemat- ica Slovaca, Math. Slovaca, 61 (2) (2011

References: 1. DEALY J., WISSBRUN, K., 1990. Melt rheology and its role in plastics processing. New York: Van Nostrand Reinhold, 665 s. ISBN 13-978-1-4615-9740-7. 2. ZEMAN, L. 2009. Injection moulding . BEN – technical documents. Praha, 238 p. ISBN 978-80-7300-250. 3. OXFORD DICTIONARIES. Definition of viscosity. [Online] 2016. [cit. 2016-4-3]. Available on Internet: 4. JAHNÁTEK, Ľ., GROM, J., NÁPLAVA, A., 2005. Theory and technology of processing plastics . Bratislava: Slovak University of

References Aguiar HDF, Yamashita AS, Gut JAW (2012): Development of enzymic time-temperature integrators with rapid detection for evaluation of continuous HTST pasteurization processes. LWT - Food Science and Technology, 47, 110-116. doi: 10.1016/j.lwt.2011.12.027. Alcantara LAP (2012): Density and dynamic viscosity of bovine milk affect by temperature and composition. International Journal of Food Engineering, 8, 556-568. doi: 10.1515/1556-3758.1860. Aludatt MH, Ereifej K, Alothman AM, Almajwal A, Alkhalidy H, Al-Tawaha AR, Alli I (2010): Variations of physical

-Marangoni ferroconvection with magnetic field dependent viscosity. − Journal of Magnetism and Magnetic Materials, vol.322, pp.2256-2263. [22] Ram P., Bhandari A. and Sharma K. (2010): Effect of magnetic field-dependent viscosity on revolving ferrofluid . − Journal of Magnetism Magnetic Materials, vol.322, No.21, pp.3476-3480. [23] Ram P. and Bhandari A. (2013): Negative viscosity effects on ferrofluid flow due to a rotating disk . − Int. Journal of Applied Electromagnetics and Mechanics, vol.41, No.3, pp.467-478. [24] Ariel P.D. (2003): On the flow of an elastic-viscous fluid near a

). Influence of fluid properties on the characteristics of a mechanical oscillator flowmeter. Measurement, 35 (1), 11-18. [16] Turkowski, M. (2003). Progress towards the optimization of a mechanical oscillator flowmeter. Flow Measurement and Instrumentation, 14 (1-2), 13-21. [17] Fisher, K. (1940). Elimination of viscosity as a factor in defining rotameter calibration. Transactions of the AIChE, 86, 857-869. [18] Miller, R.W. (1983). Flow Measurement Engineering Handbook. McGraw-Hill, 1443-1458. [19] Levin, H., Escorza, M.M. (1983). Gas flow through rotameters. Industrial

institutional experience in the contemporary treatment of acute lower extremity ischemia. Ann Surg. 2003;238:382-389. doi: 10.1097/01.sla.0000086663.49670.d1. 5. Earnshaw JJ, Whitman B, Foy C. National Audit of Thrombolysis for Acute Leg Ischemia (NATALI): clinical factors associated with early outcome. J Vasc Surg. 2004;39:1018-1025. doi: 10.1016/j.jvs.2004.01.019. 6. Lowe G, Lee A, Rumley A, et al. Blood viscosity and risk of cardiovascular events: the Edinburgh Artery Study. Br J Haematol. 1997;96:168-173. doi: 10.1046/j.1365-2141.1997.8532481.x. 7. Chatzizisis YS, Coskun

. [13] P rakash J., On stationary convection and oscillatory motions in ferromagnetic convection in a ferrofluid layer , J. Magn. Mag. Mater., 2012, 324(8), 1523. [14] P rakash J., G upta S., On arresting the complex growth rates in ferromagnetic convection with magnetic field dependent viscosity in a rotating ferrofluid layer , J. Magn. Mag. Mater., 2013, 345, 201. [15] P rakash J., On exchange of stabilities in ferromagnetic convection in a rotating ferrofluid saturated porous layer , J. Appl. Fluid Mech., 2014, 7(1), 147. [16] P rakash J., On the

Flow, vol.24, pp.334-344. [22] Lertnuwat B. (2015): Model for predicting the head shape of a Taylor bubble rising through stagnant liquids in a vertical tube . – Thammasat International Journal of Science and Technology, vol.20, No. 1, pp.37-46. [23] Lertnuwat B. (2018): Shapes of an air Taylor bubble in stagnant liquids influenced by different surface tensions . – International Journal of Applied Mechanics and Engineering. vol.23, No.1, pp.79-90. [24] Salakij S. and Lertnuwat B. (2018): Influence of viscosity on the shape of an air Taylor bubble in a stagnant

, 3337-3344 (2015) DOI: 10.1007/s13369-015-1789-4. 7. Kulicke, W.M. & Clasen, C.M. (2004). Viscosimetry of Polymers and Polyelectrolytes (1st ed.). Berlin: Springer Verlag 8. Viswanath, D.S., Ghosh, .T., Prasad, D.H.L., Dutt N.V.K. & Rani, K.Y. (2007). viscosity of liquids theory, estimation, experiment, and data (1st ed.). Berlin: Springer 9. Walters, K. & Barnes, H.A. (1980). Anomalous extensionsal- flow effects in the use of commercial viscometers. In: Astarita, G.M. (Eds.), Rheology, (pp. 45-62) Newyork, Springer. 10. Pereira, C.M.C., Nóvoa, P., Martins, M., Forero