This work presents a comprehensive numerical and analytical study of hydrodynamic and thermal processes in closed pipelines of variable diameter, taking into account terrain relief and external thermal influences. The novelty lies in an improved quasi-onedimensional model that assesses the impact of geometric parameters (diameter, inclination angle, internal roughness) and thermophysical characteristics (material thermal conductivity, ambient temperature) on the pressure and temperature distribution along the pipeline. The model was validated against SST-turbulence-model simulations and Darcy–Weisbach calculations, with a maximum deviation below 2%. Hydraulic losses were found to depend mainly on pipe diameter and flow velocity, whereas thermal losses depend on the material’s thermal conductivity and the pipeline orientation. The proposed approach provides a reliable and computationally efficient basis for predicting the energy characteristics of fluid-transport systems and optimizing thermal networks.
| Mualliflar | Ravshanov, Sh.A., Boborakhimova, M.I., Chulliev, Sh.I., Равшанов, Ш.А., Боборахимова, М.И., Чуллиев, Ш.И. |
|---|---|
| Jurnal | Ҳисоблаш ва амалий математика муаммолари |
| Nashriyot | Тошкент ахборот технологиялари университети қошидаги, Ахборот-коммуникация технологиялари илмий-инновацион, маркази |
| ISSN | 2181-8460, 2181-046X |
| Nashr sanasi | 2026-07-02 |
| Son | 3 |
| Betlar | 90-103 |
| Til | Ingliz |
| DOI | 10.71310/pcam.3_73.2026.07 |
| Indeksga qo‘shilgan | 2026-08-27 |
DOI: 10.71310/pcam.3_73.2026.07 · Maqolaning asl sahifasi
fluid flow, heat transfer, pipe flow, поток жидкости, теплопередача, течение в трубах
| APA | Ravshanov, Sh.A., Boborakhimova, M.I., Chulliev, Sh.I., Равшанов, Ш.А., Боборахимова, М.И., & Чуллиев, Ш.И. (2026). Modelling Heat and Mass Transfer in a Relief Pipeline with Constant and Varying Diameters. Ҳисоблаш ва амалий математика муаммолари, (3), 90-103. https://doi.org/10.71310/pcam.3_73.2026.07 |
|---|---|
| GOST (OAK) | Ravshanov, Sh.A. va b. Modelling Heat and Mass Transfer in a Relief Pipeline with Constant and Varying Diameters // Ҳисоблаш ва амалий математика муаммолари. – 2026. – № 3. – P. 90-103. – DOI: 10.71310/pcam.3_73.2026.07. |
| MLA | Ravshanov, Sh.A., Boborakhimova, M.I., Chulliev, Sh.I., Равшанов, Ш.А., Боборахимова, М.И., and Чуллиев, Ш.И. “Modelling Heat and Mass Transfer in a Relief Pipeline with Constant and Varying Diameters.” Ҳисоблаш ва амалий математика муаммолари, (3), 90-103, 2026. https://doi.org/10.71310/pcam.3_73.2026.07 |
| Chicago | Ravshanov, Sh.A., Boborakhimova, M.I., Chulliev, Sh.I., Равшанов, Ш.А., Боборахимова, М.И., and Чуллиев, Ш.И. “Modelling Heat and Mass Transfer in a Relief Pipeline with Constant and Varying Diameters.” Ҳисоблаш ва амалий математика муаммолари, (3), 90-103 (2026). https://doi.org/10.71310/pcam.3_73.2026.07 |
| Harvard | Ravshanov, Sh.A., Boborakhimova, M.I., Chulliev, Sh.I., Равшанов, Ш.А., Боборахимова, М.И., and Чуллиев, Ш.И (2026) ‘Modelling Heat and Mass Transfer in a Relief Pipeline with Constant and Varying Diameters’, Ҳисоблаш ва амалий математика муаммолари, (3), 90-103. https://doi.org/10.71310/pcam.3_73.2026.07 |
| BibTeX | @article{ravshanovsha2026,
title = {Modelling Heat and Mass Transfer in a Relief Pipeline with Constant and Varying Diameters},
author = {Ravshanov, Sh.A. and Boborakhimova, M.I. and Chulliev, Sh.I. and Равшанов, Ш.А. and Боборахимова, М.И. and Чуллиев, Ш.И.},
journal = {Ҳисоблаш ва амалий математика муаммолари},
year = {2026},
number = {3},
pages = {90-103},
doi = {10.71310/pcam.3_73.2026.07},
url = {https://doi.org/10.71310/pcam.3_73.2026.07}
} |
Boshqa maqola uchun iqtibos tayyorlash
This paper presents an improved quasi-one-dimensional model of unsteady compressible fluid flow in main pipelines for studying water hammer damping. Its novelty lies in a rigorous nonlinear boundary condition based on…
This paper investigates how the propagation velocity of small pressure disturbances in a gas–liquid medium varies with the mass concentration of air. Two cases are considered: a rigid pipeline and a pipeline accounting…
This paper develops a quasi-one-dimensional mathematical model of steady-state heat transfer from a thin rectangular fin installed on a cylindrical pipeline parallel to its generatrix. Unlike classical formulations…
This paper presents a three-dimensional numerical study of a novel vertical-axis wind turbine (VAWT) with a unique aerodynamic profile and a passive blade-pitch mechanism. Rectangular blades are mounted on horizontal…
Within a non-conservative formulation of the quasi-one-dimensional linearized mass and momentum conservation equations, transient processes are studied in an elementary undulating pipeline section caused by step-like…
This study presents a mathematical and numerical model for filtration flow, solute transport, adsorption, and membrane fouling in a cylindrical porous filter. The model combines axisymmetric Brinkman–Darcy flow…
The paper addresses the formulation of plane elasticity problems in terms of stresses and their numerical solution by the Galerkin finite element method. Based on the equilibrium equations, geometric relations, and…
This paper studies the dynamics of derivatives of various orders of the Falkner–Skan (FS) equation in the presence of a longitudinal pressure gradient. The FS equation is a nonlinear singularly perturbed third-order…
This study presents an efficient method for approximating the solutions of a certain class of first-order differential equations with variable coefficients. The approach constructs an auxiliary differential equation…
This paper addresses the development of a mathematical model for evaluating the spatial distribution of fine particulate emissions from a continuous elevated source. The model is built upon the advection-diffusion…
Ҳисоблаш ва амалий математика муаммолари — barcha maqolalar · 2026-yil arxivi