Author:
Rakhimov Kudrat,Rakhimov Abdukhalil,Khusanova Djamila,Sultonov Rustam,Ochildiyev Feruzjon
Abstract
In engineering practice, we often encounter issues related to the connection of flows. In which, in the butt places, vortex zones are observed. The article considers the problem of fluid motion in a channel with one inflow. The scientific papers devoted to the connection of flows are studied. The pressure and non-pressure movement of fluid in the channels, as well as the influence of the structural elements of the system on the hydraulic parameters of the flow, are considered. In the article, the functions describing the main parameters of the channel and inflow are constructed using the formulas of the theory of jets, which made it possible to determine the boundary lines of the vortex zone, the angle of expansion, and the inflow with a uniform connection of the flow. The results obtained show that for a uniform connection of the flow along the channel and along the lateral inflow, it is necessary to take απ ≈ 30° – 45° at χπ ≈ 0° – 2°, while the vortex boundary line is very close to the circular arc.
Reference20 articles.
1. Transportation of river sediments in cylindrical pipeline
2. Arifjanov A., Rakhimov K., Samiev L., Abduraimova D., Hydraulic friction coefficient at hydraulic mixing movement in pressure pipelines. Journal of Advanced Research in Dynamical and Control Systems. Journal of Advanced Research in Dynamical and Control Systems. 2020. 12(7 Special Issue), с. 1332-1336.
3. Rhoads B.L., Scaling of confluences dynamics in river systems: some general considerations River Costal Estuarine Morphodyn (2005), pp. 379-387.
4. Best J.L., Flow dynamics at river channel confluences: implications for sediment transport and bed morphology Recent Dev Fluvial Sedimentol, 39 (1987), pp. 27-35.
5. Weerakoon S., Tamia N., Three – dimensional calculation of flow in river confluence using boundary fitted coordinates J Hydrosci Hydraul Eng, 7 (1989), pp. 51-62.
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