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Haroun Mahgerefteh

Researcher at University College London

Publications -  82
Citations -  1068

Haroun Mahgerefteh is an academic researcher from University College London. The author has contributed to research in topics: Pipeline transport & Chemistry. The author has an hindex of 20, co-authored 72 publications receiving 926 citations.

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A homogeneous relaxation flow model for the full bore rupture of dense phase CO2 pipelines

TL;DR: In this paper, a homogeneous relaxation flow model was developed to simulate the discharge behavior following the full bore rupture of dense phase CO 2 pipelines, and the model's robustness was successfully demonstrated based on a series of hypothetical shock tube tests.
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Fast numerical simulation for full bore rupture of pressurized pipelines

TL;DR: An efficient numerical simulation (CNGS-MOC) based on the method of characteristics for simulating full bore rupture of long pipelines containing two-phase hydrocarbons, was developed as discussed by the authors.
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A numerical blowdown simulation incorporating cubic equations of state

TL;DR: In this paper, the authors developed a numerical simulation based on cubic equations of state for blowdown of vessels containing high pressure hydrocarbons, and evaluated the model's performance by comparison with experimental data relating to the blowdown a condensable hydrocarbon mixture in a full sized vessel at a starting pressure of 118 bar.
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Modelling the non-equilibrium two-phase flow during depressurisation of CO2 pipelines

TL;DR: In this paper, a two-fluid transient flow model for simulating outflow following the failure of high pressure CO 2 pipelines is presented, where thermal and mechanical non-equilibrium effects during depressurisation are accounted for by utilising simple constitutive relations describing interphase mass, heat and momentum transfer in terms of relaxation to equilibrium.
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Efficient numerical solution for highly transient flows

TL;DR: In this paper, numerical solutions for different formulations of the conservation equations based on the dependent variables, pressure (P ), enthalpy ( h ), density ( ρ ), entropy ( s ), and flow velocity ( u ) for highly transient flows are presented.