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| # | Type | Title | Author | Publisher | Pub. Year | Subjects | Call Number |
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| 1 | مقاله | Numerical investigation of two-phase secondary Kelvin-Helmholtz instability | Fatehi, R. | 2014 |
Bond number.
Interfacial flow. Kelvin-Helmholtz instability. Secondary instability. Smoothed particle hydrodynamics. Budget control. Bond numbers. Interfacial flows. Kelvin-helmholtz instabilities. Hydrodynamics. |
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| 2 | مقاله | A modified SPH method for simulating motion of rigid bodies in Newtonian fluid flows | Hashemi, M. R. | 2012 |
Boundary condition.
Particulate flow. Boundary treatment. Compact support. Consistency. Continuity equations. Fluid flow problems. Hydrodynamic interaction. Incompressible Newtonian fluid. Motion of rigid bodies. Moving body. Newtonian fluid flow. No-slip boundary conditions. Numerical data. Particulate flows. Pressure oscillation. Rigid body. Second orders. Smoothed particle hydrodynamics. Solid bodies. Solid boundaries. Spatial derivatives. SPH methods. Weakly compressible. Boundary conditions. Incompressible flow. Rigid structures. Hydrodynamics. |
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| 3 | مقاله | SPH simulation of interacting solid bodies suspended in a shear flow of an Oldroyd-B fluid | Hashemi, M. R. | 2011 |
Smoothed Particle Hydrodynamics (SPH)
Viscoelastic. Weakly compressible. Oldroyd-B. Particulate flow. Circular cylinders. Fluids. Reynolds number. Shear flow. Flow of fluids. |
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| 4 | مقاله | Simulating fluid-solid interaction problems using an immersed boundary-SPH method | Hashemi, M. R. | 2011 |
Computational algorithm.
Fluid solid interaction. IBM. Immersed boundary methods. Incompressible fluid flow. Particulate flows. Smoothed particle hydrodynamics methods. Solid bodies. Solid boundaries. SPH. Solid state physics. Turbulent flow. Hydrodynamics. |
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| 5 | مقاله | Theoretical and experimental investigation of design parameter effects on the slip phenomenon and performance of a centrifugal compressor | Rajabpour, S. | Sharif University of Technology, | 2021 |
Centrifugation.
Viscous flow. Well pumps. Constant rotational speed. Design parameters. Effective parameters. Experimental investigations. Isentropic efficiency. Performance parameters. Rotational speed. Three dimensional simulations. Centrifugal compressors. Design method. Experimental study. Flow field. Parameterization. Performance assessment. Pressure. Rotation. Turbulence. |
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| 6 | مقاله | Analysis of fluid flow and heat transfer in microchannels using combined pressure gradient and electroosmotic pumping | Monazarami, R. | 2005 |
Electroosmosis.
Finite element method. Flow of fluids. Flow patterns. Galerkin methods. Mathematical models. Navier Stokes equations. Pressure measurement. Electroosmotic pumping. Heat transfer enhancement. Microchannel. Wall temperature. Heat transfer. |
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| 7 | مقاله | A Feasibility Study of Maximizing Radial Flow Compressor Performance by Hierarchy Optimization Using Individually Optimized Components | Rajabpour, S. | 2024 |
CFD.
Components interactions. Experimental test. Hierarchical optimization. Impeller optimization. Integrated design. Performance improvement. Vaned diffuser. Volute optimization. |
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| 8 | مقاله | Investigation and modeling of splashing in the Peirce Smith converter | Hasanzadeh Lileh Koohi, A. | 2008 |
Peirce Smith converter.
Splashing. High speed cameras. Mathematical models. Water analysis. Copper compounds. |
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| 9 | مقاله | A time-accurate finite element algorithm for incompressible flow problems | Manzari, M. T. | Emerald Group Publishing Ltd, | 2003 |
Finite elements.
Incompressible flow. Mesh. |
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| 10 | مقاله | Inviscid compressible flow computations on 3D unstructured grids | Manzari, M. T. | Sharif University of Technology, | 2005 |
Algorithms.
Approximation theory. Computer simulation. Finite element method. Numerical methods. Runge Kutta methods. Transonic flow. First order upwind method. Inviscid compressible flow. Compressible flow. Flow modeling. Inviscid fluid. |
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| 11 | مقاله | Simulation of multi-component multi-phase fluid flow in two-dimensional anisotropic heterogeneous porous media using high-order control volume distributed methods | Moshiri, M. | Elsevier Ltd, | 2019 |
Conservation laws.
Anisotropy. Diffusion in liquids. Hyperbolic functions. One dimensional. Porous materials. Two phase flow. Anisotropic. Compositional. Conservation law. Heterogeneous. High-order. Unstructured. Anisotropic fluids. |
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| 12 | مقاله | A comparative study of explicit high-resolution schemes for compositional simulations | Moshiri, M. | Emerald Group Publishing Ltd, | 2019 |
Compositional.
Conservation laws. MUSCL. Porous media. Wave structure. WENO. Computational efficiency. Physical properties. Porous materials. Conservation law. MUSCL. Wave structures. One dimensional. |
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| 13 | مقاله | A multi-resolution multiscale finite volume method for simulation of fluid flows in heterogeneous porous media | Mosharaf Dehkordi, M. | 2013 |
Finite volume method.
Multi-point flux approximation. Multi-resolution grids. Multiscale. Porous media. |
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| 14 | مقاله | A modified space - Time finite element method for simulation of immiscible incompressible two-phase flow in heterogeneous porous media | Ferdowsi, P. A. | 2007 |
Incompressible flow.
Nonlinear equations. Convection-diffusion equation. Space-time element method. Two phase flow. Computer simulation. Diffusion. Finite element method. Floods. Galerkin methods. Porous materials. |
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| 15 | مقاله | On discretization of second-order derivatives in smoothed particle hydrodynamics | Fatehi, R. | 2009 |
Difference schemes.
Discretizations. Heat equation. High-order kernels. Inflection points. Initial conditions. Kernel function. Mesh-free method. Meshfree methods. Nonlinear coefficient. Particle distance. Physical oscillations. Second orders. Second-order derivatives. Smoothed particle hydrodynamics. Smoothed Particle Hydrodynamics (SPH) Spatial derivatives. Step functions. Transient response. Unsteady heat conduction. Difference equations. Heat conduction. Hydrodynamics. Fluid dynamics. |
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| 16 | مقاله | Non-linear stress response of non-gap-spanning magnetic chains suspended in a newtonian fluid under oscillatory shear test: a direct numerical simulation | Hashemi, M. R. | 2017 |
Chains.
Magnetic fields. Newtonian liquids. Numerical models. Strain rate. Testing. Viscoelasticity. Chebyshev expansion. Constant strain rate. Dynamic viscosities. External magnetic field. Large amplitude oscillatory shear. Numerical simulation approaches. Strain softening behaviour. Strain sweep tests. Magnetism. |
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| 17 | مقاله | A consistent incompressible SPH method for internal flows with fixed and moving boundaries | Jahangiri Mamouri, S. | John Wiley and Sons Ltd | 2016 |
Consistency.
Smoothed Particle Hydrodynamics (SPH) Computational efficiency. Copyrights. Fluid dynamics. Incompressible flow. Numerical methods. Bench-mark problems. Computational costs. Discretization scheme. Smoothing length. Two-dimensional problem. Wall boundary condition. Hydrodynamics. |
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| 18 | مقاله | A finite-volume ELLAM for non-linear flux convection-diffusion problems | Fatehi, R. | 2009 |
Diffusion.
Fluid dynamics. Heat convection. Multiphase flow. Porous materials. Two phase flow. Convection-diffusion. ELLAM. Finite-volume. Non-linear flux. Two-phase flow in porous media. Diffusion in liquids. |
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| 19 | مقاله | Thermal transport in combined pressure - Electroosmotically driven flow in microchannels | Qazizade, A. | 2006 |
Channel flow.
Computational methods. Electric field effects. Heat transfer coefficients. Hydrodynamics. Navier Stokes equations. Pressure effects. Electrokinetics. Joule heating. Microchannels. Velocity field. Electroosmosis. |
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| 20 | مقاله | Development of a saturation-based μ(I)-rheology for wet granular materials using discrete element method | Ghorbani, R. | Sharif University of Technology, | 2021 |
Granular materials.
Viscosity. Water supply systems. Apparent viscosity. Discrete elements method. Inertia number. Normal stress. Rheological models. Shear-rate. Theoretical modeling. Water saturations. Water-water. Wet granular materials. Finite difference method. Development level. Discrete element method. Granular medium. Rheology. Saturation. |
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