[1] Eringen, A. C. Simple microfluids. International Journal of Engineering Science, 2, 205–217 (1964)
[2] Eringen, A. C. Theory of microfluids. Journal of Applied Mathematics and Mechanics, 16, 1–18
(1966)
[3] Ariman, T., Sylvester, N. D., and Turk, M. A. Microcontinuum fluid mechanics — a review.
International Journal of Engineering Science, 11, 905–930 (1973)
[4] Ariman, T., Sylvester, N. D., and Turk, M. A. Review article applications of microcontinuum
fluid mechanics. International Journal of Engineering Science, 12, 273–293 (1974)
[5] Riha, P. On the theory of heat-conducting micropolar fluid with microtemperature. Acta Mechanica,
23, 1–8 (1975)
[6] Eringen, A. C. and Kafadar, C. B. Polar field theories. Continuum Physics (ed. Eringen, A. C.),
Vol. IV, Academic Press, New York (1976)
[7] Brulin, O. Linear micropolar media. Mechanics of Micropolar Media (eds. Brulin, O. and Hstiehr,
K. T.), World Scientific, Singapore (1982)
[8] Aggarwal, R. S. and Dhanapal, C. Flow and heat transfer in a micropolar fluid past a flate plate
with suction and heat sources. International Journal of Engineering Science, 26, 1257–1266 (1988)
[9] Payne, L. E. and Straughan, B. Critical Rayleigh numbers for oscillatory and nonlinear convection
in an isotropic thermomicropolar fluid. International Journal of Engineering Science, 27, 827–836
(1989)
[10] Gorla, R. S. R. Combined forced and free convection in the boundary layer flow of a micropolar
fluid on a continuous moving vertical cylinder. International Journal of Engineering Science, 27,
77–86 (1989)
[11] Eringen, A. C. Theory of microstretch and bubbly liquids. International Journal of Engineering
Science, 28, 133–143 (1990)
[12] Aydemir, N. U. and Venart, J. E. S. Flow of a thermomicropolar fluid with stretch. International
Journal of Engineering Science, 28, 1211–1222 (1990)
[13] Yerofeyev, V. I. and Soldatov, I. N. A shear surface wave at the interface of an elastic body and
a micropolar liquid. Journal of Applied Mathematics and Mechanics, 63(2), 277–281 (1999)
[14] Yeremeyev, V. A. and Zubov, L. M. The theory of elastic and viscoelastic micropolar liquids.
Journal of Applied Mathematics and Mechanics, 63(5), 755–767 (1999)
[15] Hsia, S. Y. and Cheng, J. W. Longitudinal plane waves propagation in elastic micropolar porous
media. Japanese Journal of Applied Physics, 45, 1743–1748 (2006)
[16] Hsia, S. Y., Chiu, S. M., Su, C. C., and Chen, T. H. Propagation of transverse waves in elastic
micropolar porous semispaces. Japanese Journal of Applied Physics, 46, 7399–7405 (2007)
[17] Eringen, A. C. Linear theory of micropolar elasticity. Journal of Applied Mathematics and Mechanics,
15, 909–923 (1966)
[18] Biot, M. Thermoelasticity and irreversible thermodynamics. Journal of Applied Physics, 27, 240–
253 (1956)
[19] Lord, H. and Shulman, Y. A generalized dynamical theory of thermoelasticity. Journal of the
Mechanics and Physics of Solids, 15, 299–309 (1967)
[20] Muller, I. M. The coldness, a universal function in thermoelastic bodies. Archive for Rational
Mechanics and Analysis, 41, 319–332 (1971)
[21] Green, A. E. and Laws, N. On the entropy production inequality. Archive for Rational Mechanics
and Analysis, 45, 47–53 (1972)
[22] Green, A. E. and Lindsay, K. A. Thermoelasticity. Journal of Elasticity, 2, 1–7 (1972)
[23] Suhubi, E. S. Thermoelastic solids. Continuum Physics (ed. Eringen, A. C.), Vol. 2, Academic
Press, New York (1975)
[24] Tomar, S. K. and Gogna, M. L. Reflection and refraction of a longitudinal microrotational wave
at an interface between two micropolar elastic solids in welded contact. International Journal of
Engineering Science, 30(11), 1637–1646 (1992)
[25] Tomar, S. K. and Gogna, M. L. Reflection and refraction of a longitudinal displacement wave at
an interface between two micropolar elastic solids in welded contact. Journal of the Acoustical
Society of America, 97, 827–830 (1995)
[26] Tomar, S. K. and Gogna, M. L. Reflection and refraction of coupled transverse and microrotational
waves at an interface between two different micropolar elastic solids in welded contact.
International Journal of Engineering Science, 33(4), 485–496 (1995)
[27] Kumar, R., Sharma, N., and Ram, P. Reflection and transmission of micropolar elastic waves at
an imperfect boundary. Multidiscipline Modelling in Materials and Structures, 4, 15–36 (2008)
[28] Kumar, R., Sharma, N. and Ram, P. Interfacial imperfection on reflection and transmission of
plane waves in anisotropic micropolar media. Theoretical and Applied Fracture Mechanics, 49,
305–312 (2008)
[29] Singh, D. and Tomar, S. K. Longitudinal waves at a micropolar fluid/solid interface. International
Journal of Solids and Structures, 45(1), 225–244 (2008)
[30] Ciarletta, M. Spatial decay estimates for heat conducting micropolar fluids. International Journal
of Engineering Science, 39(6), 655–668 (2001)
[31] Singh, B. and Kumar, R. Reflection of plane waves from the flat boundary of a micropolar generalized
thermoelastic half-space. International Journal of Engineering Science, 36(7-8), 865–890
(1998)
[32] Schoenberg, M. Transmission and reflection of plane wave at an elastic-viscoelastic interface.
Geophysics Journal of Royal Astronomical Society, 25, 35–47 (1971)
[33] Parfit, V. R. and Eringen, A. C. Reflection of plane waves from the flat boundary of a micropolar
elastic half space. Journal of the Acoustical Society of America, 45, 1258–1272 (1969)
[34] Dhaliwal, R. S. and Singh, A. Dynamic Coupled Thermoelasticity, Hindustan Publication Corporation,
New Delhi (1980)
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