PL EN


Preferencje help
Widoczny [Schowaj] Abstrakt
Liczba wyników
Tytuł artykułu

The stochastic model of quasi-stationary non-isothermal mode of transport and distribution of natural gas in the gas transportation systems

Treść / Zawartość
Identyfikatory
Warianty tytułu
Języki publikacji
EN
Abstrakty
EN
The paper presents a stochastic model of a quasi-stationary non-isothermal mode of transport and distribution of natural gas in gas transportation systems with multilinear linear sections of pipeline and a lot of craft compressor stations. A method for calculating the statistical properties of the dependent variables of the model from the statistical properties of the independent variables.
Twórcy
autor
  • Kharkiv National University of Radio Electronics
autor
  • Kharkiv National University of Radio Electronics
autor
  • Kharkiv National University of Radio Electronics
  • svitlana.iievlieva@nure.ua
autor
  • PJSC Ukrtransgaz
Bibliografia
  • 1. Evdokimov A. 1979. Flow distribution in engineering networks. Moscow: Stroiizdat. 199. (in Russian).
  • 2. Evdokimov A., Tevyashev A. 1980. Operative management of flow in engineering networks. Kharkov: Highest School. 144. (in Russian).
  • 3. Sardanashvily S. 2005. Computational methods and algorithms (pipelinetransportation of gas). Moscow: FSUE, Oil and Gas, 577. (in Russian).
  • 4. Tevyashev A. 2014. Stochastic model and method of water supply networks zoning. Eastern-European Journal of Enterprise Technologies. № 1(67). 17-24. (in Russian).
  • 5. Tevyashev A., Matviyenko O. 2015. About one problem of optimal stochastic control of the main water conduit operation modes. Econtechmod. An international quarterly journal. Vol. 4, № 3. 3-12.
  • 6. Tevyashev A., Nikitenko G., Matviyenko O. 2015. Optimal stochastic control of the sewage pumping station operation modes. Econtechmod. An international quarterly journal. Vol. 4, № 3. 47-55.
  • 7. Tevyashev A., Matviyenko O. 2015. Mathematical model and method of optimal stochastic control of the main water conduit operation modes. Eastern- European Journal of Enterprise Technologies. № 6/4(78). 45-53. (in Russian).
  • 8. Tevyashev A., Nikitenko G., Matviyenko O. 2014. The stochastic model and method of operational planning of pumping stations operation modes. Water. Ecology. Society: abstracts of reports. IV international scientific and technical conference. Kharkov: KhNUGH them. A.Beketova. 61-64. (in Russian).
  • 9. Tevyashev A., Matviyenko O. 2014. About one strategy for operational planning of pumping station operation modes. Eastern-European Journal of Enterprise Technologies. № 3. 4-9. (in Russian).
  • 10. Tevyashev A., Nikitenko G., Matviyenko O. 2014. Assessment of energy and resource saving potential in centralized water supply systems. Scientific Herald of Construction. № 3(77). 144-150. (in Russian).
  • 11. Tevyashev A., Matviienko O. 2014. About one approach to solve the problem of management of the development and operation of centralized water-supply systems. Econtechmod. An international quarterly journal. Vol. III, № 3. 61-76.
  • 12. Tevyashev A., Matviienko O. 2016. Estimation of the potential of resource and energy saving in the management of development and functioning of water main. Underwater Technology. Industrial and civil engineering. № 4. 26-37. (in Russian).
  • 13. Nabatova S., Frolov V. 2005. Temperature and hydraulic calculation of stationary non-isothermal transport and distribution mode of natural gas according to technological schemes of hydraulic structures. 9th international youth forum "Radio electronics and youth in the XXI century", Kharkov. 475-476. (in Russian).
  • 14. Tevyashev A., Nikitenko G., Matviyenko O. 2014. About one strategy for managing the development and functioning of centralized water supply systems. Methods for increasing the resource of urban engineering infrastructures: VI All-Ukrainian scientific and practical seminar, Kharkov. 78-80. (in Russian).
  • 15. Tevyashev A., Matviyenko O. 2015. About one a class of optimal stochastic control problems with probability constraints on phase variables. 4th International scientific and technical conference Information systems and technologies, Kharkov. 140- 142. (in Russian).
  • 16. Volkov I. K. 1999. Stochastic processes. – Moscow: Publishing MSTU Bauman. 448. (in Russian).
  • 17. Fikhtengol'ts G. 2001. Course of differential and integral calculus. Moscow: FIZMATLIT. 616. (in Russian).
  • 18. Tevyashev A. 2009. Stochastic model of the quasi–stationary not isothermal mode of transport natural gas in gas–transport system. ASU. №149. (in Russian).
  • 19. Tevyashev A. 2010. Mathematical modeling of stochastic quasi–stationary not isothermal mode of transport natural gas in gas–transport system. Eastern-European Journal of Enterprise Technologies. № 1/7 (43). 30–36. (in Russian).
  • 20. Tevyashev A. Nabatova S. and other. 2007. Economic security of the state and integration forms of its security. Kiev: Knowledge of Ukraine. 392. (in Russian).
  • 21. Engineering standards of gas mains. 2004. OJSC Gazprom. LLC Research Institute of Natural Gases and Gas Technologies. Moscow, VNIIGAZ. 25. (in Russian).
Uwagi
Opracowanie rekordu w ramach umowy 509/P-DUN/2018 ze środków MNiSW przeznaczonych na działalność upowszechniającą naukę (2018).
Typ dokumentu
Bibliografia
Identyfikator YADDA
bwmeta1.element.baztech-d62ab42f-6779-4138-89c5-fc665f2dea05
JavaScript jest wyłączony w Twojej przeglądarce internetowej. Włącz go, a następnie odśwież stronę, aby móc w pełni z niej korzystać.