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Evolution of a spherical pore in a viscous medium

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Conclusions

Calculations based on the solution of Eq. (2) have confirmed the existence of an equilibrium pore radius, i.e., a radius to which an instantaneous radius tends with time [3]. In addition, it has been established that the equilibrium radius depends in the first place on the initial pore radius: For a relatively small pore the equilibrium radius is smaller, and for a relatively large pore larger, than the initial radius. In other words, small pores decrease, and large ones increase. There exist pores whose size does not change with time. External pressure decreases the equilibrium radius, the decrease being the greater the higher the external pressure.

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Literature cited

  1. Ya. E. Geguzin and I. M. Lifshits, “Mechanism and kinetics of healing of an isolated pore in a crystalline solid,” Fiz. Tverd. Tela,4, No. 5, 1326–1333 (1962).

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  2. S. S. Kiparisov, L. Z. Rumshiskii, Yu. V. Levinskii, and O. A. Nikiforov, “Influence of gases on the sintering of porous solids. Part I,” Poroshk. Metall., No. 12, 30–34 (1974).

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  3. Yu. V. Levinskii and V. P. Pakulin, “Influence of gases on the sintering of porous solids. Part VIII,” Poroshk. Metall., No. 6, 34–38 (1979).

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  4. P. A. Pavlov, E. L. Yakovleva, and I. D. Fridberg, “Calculation of the sintering parameters of viscous solids,” Poroshk. Metall., No. 8, 23–26 (1981).

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  5. L. K. Parshin, “Spherical vessel of elastic and ductile materials under the action of internal and external pressures” [in Russian], Leningr. Politekh. Inst., Leningrad (Document No. 3405-82 deposited at Vses. Inst. Nauchn. Tekh. Inform., Apr. 30, 1982).

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Translated from Poroshkovaya Metallurgiya, No. 12(252), pp. 22–25, December, 1983.

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Pavlov, P.A., Parshin, L.K., Fridberg, I.D. et al. Evolution of a spherical pore in a viscous medium. Powder Metall Met Ceram 22, 982–985 (1983). https://doi.org/10.1007/BF00802424

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  • DOI: https://doi.org/10.1007/BF00802424

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