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18. Special Settlers of Arkhangelsk in the Cultural Memory of the Local Community and Their Descendants.

Author

DRANNIKOV, NATALIA V.

Subjects
COLLECTIVE memory, HISTORIOGRAPHY
Abstract

The article reports a case study of oral recollections of the descendants of special settlers, i.e. peasants dekulaked and deported to the Arkhangelsk region in the early 1930s. The region was previously a part of the Northern Krai. A historiographical review related to the research topic has been carried out. The concepts of dekulakization in the USSR and destinies of dekulaked are discussed in the local context. The stories of the descendants of the special settlers analysed in the article result from semi-structured interviews. These stories form a hypertext. We select stable motifs of oral stories recorded from the descendants of the special settlers. Conclusions are drawn about the characteristics of the cultural memory of the descendants of the special settlers. The article deals with the features of family identity and the role of awareness of the fate of their relatives in this identity. The children and grandchildren of the special settlers have different attitudes towards dekulakization of the families of their ancestors. This is driven by the diversity of behaviours, choices and particular circumstances of their life. The interpretation is grounded in the idea of variability of the process of special resettlements and its dependence on the regional context, and on the method of family history. [ABSTRACT FROM AUTHOR]

Published
2020
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23. Mathematical model of the drying process of Capillaryporous materials particles in the apparatus with a suspended-swirled flow of heat - carrying medium.

Author

Antipov, S. T., Drannikov, A. V., Poymanov, V. V., Pribytkov, A. V., and Yurova, I. S.

Subjects
*MATHEMATICAL models, *DRYING, *HEAT transfer, *POROUS materials, *VELOCITY
Abstract

Mathematical model of the drying process for particles of capillary-porous materials in the apparatus with a suspended-swirled flow of heat-carrying medium and its numerical solution with the help of Euler's method was presented in this article. The sequence of the problem solution was developed by the authors. The movement path of the particle of the capillary-porous material in the vortex chamber during the drying process, the change in the mass and temperature of the particle on time, the change in the relative air velocity and the heat transfer coefficient on time are represented graphically in the paper. [ABSTRACT FROM AUTHOR]

Published
2019

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