مطالعه تحلیلی و آزمایشگاهی دینامیک سقوط قطرات نیوتنی در رژیم لختی با اعداد رینولدز پایین

[1]  J. Choi, Y.-J. Kim, S. Lee, S.U. Son, H.S. Ko, V.D. Nguyen, D. Byun, Drop-on-demand printing of conductive ink by electrostatic field induced inkjet head, Applied Physics Letters, 93(19) (2008) 193508.

[2]  C. Hanson, Recent advances in liquid-liquid extraction, Elsevier, 2013.

[3]  K.W. Binder, A.J. Allen, J.J. Yoo, A. Atala, Drop-ondemand inkjet bioprinting: a primer, Gene Therapy and Regulation, 6(01) (2011) 33-49.

[4]  S. Karimnejad, A.A. Delouei, M. Nazari, M. Shahmardan, M. Rashidi, S. Wongwises, Immersed boundary—thermal lattice Boltzmann method for the moving simulation of non-isothermal elliptical particles, Journal of Thermal Analysis and Calorimetry,   1-15.

[5]  O. Breslouer, Rayleigh-Plateau Instability: Falling Jet, Project Report, (2010) pp. 1-10.

[6]  J. Hadamard, Mouvement permanent lent d’une sphère liquid et visqueuse dans un liquide visqueux, CR Hebd. Seances Acad. Sci. Paris, 152 (1911) 1735- 1738. (in French)

[7]  W. Rybczynski, Uber die fortschreitende Bewegung einer flussigen Kugel in einem zahen Medium, Bull. Acad. Sci. Cracovie A, 1 (1911) 40-46. (in German)

[8]  T. Taylor, A. Acrivos, On the deformation and drag of a falling viscous drop at low Reynolds number, Journal of Fluid Mechanics, 18(3) (1964) 466-476.

[9]  M. Aminzadeh, Z. A. Maleki, H. Afshin, B. Firoozabadi, Experimental Investigation on Rising of a Sequence of Drops in a Viscous Fluid, 1(12) (2011) 39-46.

[10]  A. Emamian, M. Norouzi, M. Davoodi, An analytical investigation on shape of a falling viscose drop at low Reynolds number, Modares Mechanical Engineering, 7(2) (2017) 251-262. (in Persian)

[11]   M.C. Sostarecz, A. Belmonte, Motion and shape of a viscoelastic drop falling through a viscous fluid, Journal of Fluid Mechanics, 497 (2003) 235-252.

[12]    N. Aggarwal, K. Sarkar, Deformation and breakup of a viscoelastic drop in a Newtonian matrix under steady shear, Journal of Fluid Mechanics, 584 (2007) 1-21.

[13]  M. Aminzadeh, A. Maleki, B. Firoozabadi, H. Afshin, On the motion of Newtonian and non-Newtonian liquid drops, Scientia Iranica, 19(5) (2012) 12651278.

[14]  S. Mukherjee, K. Sarkar, Viscoelastic drop falling through a viscous medium, Physics of Fluids, 23(1) (2011) 013101.

[15]  I. Smagin, M. Pathak, O.M. Lavrenteva, A. Nir, Motion and shape of an axisymmetric viscoplastic drop slowly falling through a viscous fluid, Rheologica Acta, 50(4) (2011) 361-374.

[16]  B. Vamerzani, M. Norouzi, B. Firoozabadi, Analytical solution for creeping motion of a viscoelastic drop falling through a Newtonian fluid, Korea-Australia Rheology Journal, 26(1) (2014) 91-104.

[17] O.M. Lavrenteva, Y. Holenberg, A. Nir, Motion of viscous drops in tubes filled with yield stress fluid, Chemical Engineering Science, 64(22) (2009) 47724786.

[18] A. Potapov, R. Spivak, O.M. Lavrenteva, A. Nir, Motion and deformation of drops in Bingham fluid, Industrial & engineering chemistry research, 45(21) (2006) 6985-6995.

[19] J.P. Singh, M.M. Denn, Interacting two-dimensional bubbles and droplets in a yield-stress fluid, Physics of Fluids, 20(4) (2008) 040901.

[20]  A. Acharya, R. Mashelkar, J. Ulbrecht, Mechanics of bubble motion and deformation in non-Newtonian media, Chemical Engineering Science, 32(8) (1977) 863-872.

[21]   A. Acharya, R. Mashelkar, J. Ulbrecht, Mechanics of bubble motion and deformation in non-Newtonian media, Chemical Engineering Science, 32(8) (1987) 863-872.

[22]  M. Coutanceau, M. Hajjam, Viscoelastic effect on the behaviour of an air bubble rising axially in a tube, in:  Mechanics and Physics of Bubbles in Liquids, Springer, 1982, pp. 199-207.

[23]  Y. Liu, T. Liao, D. Joseph, A two-dimensional cusp at the trailing edge of an air bubble rising in a viscoelastic liquid, Journal of Fluid Mechanics, 304 (1995) 321342.

[24]  E. Zana, L. Leal, The dynamics and dissolution of gas bubbles in a viscoelastic fluid, International Journal of Multiphase Flow, 4(3) (1978) 237-262.

[25] M. Norouzi, A. Emamian, M. Davoodi, An analytical and experimental study on dynamics of a circulating Boger drop translating through Newtonian fluids at inertia regime, Journal of Non-Newtonian Fluid Mechanics, 267 (2019) 1-13.

[26] M. Norouzi, H. Abdolnezhad, S. Mandani, An experimental investigation on inertia motion and deformation of Boger drops falling through Newtonian media, Meccanica, 54(3) (2019) 473-490.

[27] M. Norouzi, M. Davoodi, O.A. Bég, A.A. Joneidi, Analysis of the effect of normal stress differences on heat transfer in creeping viscoelastic Dean flow, International Journal of Thermal Sciences, 69 (2013) 61-69.

[28]  M.G. Wagner, J.C. Slattery, Slow flow of a non‐newtonian fluid past a droplet, AIChE Journal, 17(5) (1971) 1198-1207.

[29]  L.E. Payne, W.H. Pell, The Stokes flow problem for a class of axially symmetric bodies, Journal of Fluid Mechanics, 7(4) (1960) 529-549.

[30]  M.-J. Ni, S. Komori, N.B. Morley, Direct simulation of falling droplet in a closed channel, International Journal of Heat and Mass Transfer, 49(1-2) (2006) 366-376.

[31] L.D. Landau, E.M. Lifshitz, Course of Theoretical Physics Vol. 6 Fluid Mechanies, Pergamon Press, 1959.

[32]  F.M. White, I. Corfield, Viscous fluid flow, McGrawHill New York, 2006.

[33]  R. Wanchoo, S.K. Sharma, R. Gupta, Shape of a Newtonian liquid drop moving through an immiscible quiescent non-Newtonian liquid, Chemical Engineering and Processing: Process Intensification, 42(5) (2003) 387-393.

[34]  C.K. Batchelor, G. Batchelor, An introduction to fluid dynamics, Cambridge university press, 2000.