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International Journal of Energy for a Clean Environment

Publicado 8 números por año

ISSN Imprimir: 2150-3621

ISSN En Línea: 2150-363X

SJR: 0.597 SNIP: 1.456 CiteScore™:: 3.7 H-Index: 18

Indexed in

DEVELOPMENT AND INVESTIGATION OF THE TECHNOLOGIES INVOLVING THERMAL PROTECTION OF SURFACES IMMERSED IN DISPERSE WORKING MEDIUM FLOW

Volumen 17, Edición 2-4, 2016, pp. 223-239
DOI: 10.1615/InterJEnerCleanEnv.2016019409
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SINOPSIS

The results of development and numerical investigation of thermal protection of the surfaces immersed in a disperse working fluid flow in relation to turbomachine blades are presented. The possibility of increasing the accuracy of prediction of the thermal state of blades by obtaining reliable data with the aid of the developed mathematical model and the unique complex of modeling programs is shown. The possibilities and conditions of increasing the efficiency of turbine blades cooling by using damping cavities are investigated.

CITADO POR
  1. Yao Junfeng, Simos T. E., New finite difference pair with optimized phase and stability properties, Journal of Mathematical Chemistry, 56, 2, 2018. Crossref

  2. Yan Ke, Simos T. E., A finite difference pair with improved phase and stability properties, Journal of Mathematical Chemistry, 56, 1, 2018. Crossref

  3. Zheng Jinbin, Liu Chenglian, Simos T. E., A new two-step finite difference pair with optimal properties, Journal of Mathematical Chemistry, 56, 3, 2018. Crossref

  4. Kovalnogov Vladislav N., Fedorov Ruslan V., Golovanov Viktor M., Kostishko Boris M., Simos T. E., A four stages numerical pair with optimal phase and stability properties, Journal of Mathematical Chemistry, 56, 1, 2018. Crossref

  5. Shi Xin, Simos T. E., New five-stages finite difference pair with optimized phase properties, Journal of Mathematical Chemistry, 56, 4, 2018. Crossref

  6. Fang Jie, Liu Chenglian, Simos T. E., A hybrid finite difference pair with maximum phase and stability properties, Journal of Mathematical Chemistry, 56, 2, 2018. Crossref

  7. Chen Zhong, Liu Chenglian, Simos T. E., New three–stages symmetric two step method with improved properties for second order initial/boundary value problems, Journal of Mathematical Chemistry, 56, 9, 2018. Crossref

  8. Yan Ke, Simos T. E., New Runge–Kutta type symmetric two-step method with optimized characteristics, Journal of Mathematical Chemistry, 56, 8, 2018. Crossref

  9. Liu Chenglian, Simos T. E., A five–stages symmetric method with improved phase properties, Journal of Mathematical Chemistry, 56, 4, 2018. Crossref

  10. Yao Junfeng, Simos T. E., New five-stages two-step method with improved characteristics, Journal of Mathematical Chemistry, 56, 6, 2018. Crossref

  11. Kovalnogov V. N., Fedorov R. V., Bondarenko A. A., Simos T. E., New hybrid two-step method with optimized phase and stability characteristics, Journal of Mathematical Chemistry, 56, 8, 2018. Crossref

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