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    Investigation of Direct Discrete Method (DDM) for Transport Equation Solution in two Dimensional & Two-Dimensional Generalized Geometery

    , M.Sc. Thesis Sharif University of Technology Gharani, Morteza (Author) ; Vosoughi, Naser (Supervisor)
    Abstract
    The emergence of complex equations in engineering sciences leads to development of numerical methods for solving these equations. Obviously, each of the proposed Algorithms and various methods in this field were evaluated according to the limitations of time, software and hardware and based on these limitations the advantages and disadvantages of these methods were determined. Direct Discrete method is one of the modern methods used in solving the conservation equations. In this method, in addition to the advantages of numerical methods, equations will be produced in discrete space to avoid involving with differential equations. This method was first studied in the field equations. The... 

    Improved S2 approximations

    , Article Annals of Nuclear Energy ; Vol. 77 , 2014 , Pages 257-264 ; ISSN: 03064549 Safari, M. J ; Bahrami, M ; Sharif University of Technology
    Abstract
    Discrete ordinates method relies on approximating the integral term of the transport equation with the aid of quadrature summation rules. These quadratures are usually based on certain assumptions which assure specific symmetry rules and transport/diffusion limits. Generally, these assumptions are not problem-dependent which results in inaccuracies in some instances. Here, various methods have been developed for more accurate estimation of the independent angle in S2 approximation, as it is tightly related to valid estimation of the diffusion coefficient/length. We proposed and examined a method to reduce a complicated problem that usually is consisting many energy groups and discrete... 

    Improved S2 approximations

    , Article Annals of Nuclear Energy ; Volume 77 , 2015 , Pages 257-264 ; 03064549 (ISSN) Safari, M. J ; Bahrami, M ; Sharif University of Technology
    Elsevier Ltd  2015
    Abstract
    Discrete ordinates method relies on approximating the integral term of the transport equation with the aid of quadrature summation rules. These quadratures are usually based on certain assumptions which assure specific symmetry rules and transport/diffusion limits. Generally, these assumptions are not problem-dependent which results in inaccuracies in some instances. Here, various methods have been developed for more accurate estimation of the independent angle in S2 approximation, as it is tightly related to valid estimation of the diffusion coefficient/length. We proposed and examined a method to reduce a complicated problem that usually is consisting many energy groups and discrete... 

    Time-domain numerical modeling of terahertz receivers based on photoconductive antennas

    , Article Journal of the Optical Society of America B: Optical Physics ; Volume 32, Issue 10 , 2015 , Pages 2034-2041 ; 07403224 (ISSN) Moreno, E ; Hemmat, Z ; Roldán, J. B ; Pantoja, M. F ; Bretones, A. R ; García, S. G ; Sharif University of Technology
    OSA - The Optical Society  2015
    Abstract
    We present here a simulator that solves the main semiconductor charge and transport equations coupled to Maxwell equations to study receivers based on photoconductive antennas (R-PCAs). Making use of this tool we were able to correctly characterize the operation of these antennas. In doing so, we compared simulations with the results of the semi-empirical expression ITHz(r) ∝σc(t)∗ ETHz(t) employed to evaluate the detected photocurrent by means of the convolution between the photoconductivity in the receiver and the electric field linked to the emitter antenna. We were able to accurately reproduce experimental data with our simulation tool. These kinds of... 

    Numerical investigation of steady density currents flowing down an incline using v2̄ - F turbulence model

    , Article Journal of Fluids Engineering, Transactions of the ASME ; Volume 129, Issue 9 , 2007 , Pages 1172-1178 ; 00982202 (ISSN) Khakzad, N ; Firoozabadi, B ; Farhanieh, B ; Sharif University of Technology
    2007
    Abstract
    The governing equations of two-dimensional steady density currents are solved numerically using a finite volume method. The v2̄-f turbulence model, based on standard k - s model, is used for the turbulence closure. In this method, all Reynolds stress equations are replaced with both a transport equation for v2̄ and an elliptic relaxation equation for f, a parameter closely related to the pressure strain redistribution term. The Simple-C procedure is used for pressure-velocity coupling. In addition, Boussinesq's approximation is used to obtain the momentum equation. The computed height of the progressive density current is compared to the measured data in the literature, resulting in good... 

    Direct Discrete Method (DDM) and its application to neutron transport problems

    , Article Scientia Iranica ; Volume 14, Issue 1 , 2007 , Pages 78-85 ; 10263098 (ISSN) Vosoughi, N ; Salehi, A. A ; Shahriari, M ; Heshmatzadeh, M ; Sharif University of Technology
    Sharif University of Technology  2007
    Abstract
    The objective of this paper is to introduce a new direct method for neutronic calculations. This method, called Direct Discrete Method (DDM), is simpler than the Neutron Transport Equation and more compatible with the physical meanings of the problem. The method, based on the physics of the problem, initially-runs through meshing of the desired geometry. Next, the balance equation for each mesh interval is written. Considering the connection between the mesh intervals, the final discrete equation series are directly obtained without the need to first pass through the set-up of the neutron transport differential equation. In this paper, a single and multigroup neutron transport discrete... 

    Compatible numerical schemes for coupled flow and transport in porous media

    , Article 8th Biennial ASME Conference on Engineering Systems Design and Analysis, ESDA2006, Torino, 4 July 2006 through 7 July 2006 ; Volume 2006 , 2006 ; 0791837793 (ISBN); 9780791837795 (ISBN) Zade, A. Q ; Manzari, M. T ; Hannani, S. K ; Sharif University of Technology
    American Society of Mechanical Engineers  2006
    Abstract
    In this paper, the compatibility of various combinations of numerical schemes for the solution of flow and transport equations in porous media is studied and the possible loss of accuracy and global mass conservation are investigated. Here, the flow equations are solved using three popular finite element methods including the Standard Galerkin (SG), Discontinuous Galerkin (DG) and Mixed Finite Element (MFE) methods among which only the DG method possesses the local conservation property. Besides, the transport of a scalar variable which is governed by a convection-diffusion equation is studied in conjunction with the flow equations. The transport equation is solved using both the Streamline... 

    Calculation of photon pulse height distribution using deterministic and Monte Carlo methods

    , Article Radiation Physics and Chemistry ; Volume 117 , December , 2015 , Pages 160-166 ; 0969806X (ISSN) Akhavan, A ; Vosoughi, N ; Sharif University of Technology
    Elsevier Ltd  2015
    Abstract
    Radiation transport techniques which are used in radiation detection systems comprise one of two categories namely probabilistic and deterministic. However, probabilistic methods are typically used in pulse height distribution simulation by recreating the behavior of each individual particle, the deterministic approach, which approximates the macroscopic behavior of particles by solution of Boltzmann transport equation, is being developed because of its potential advantages in computational efficiency for complex radiation detection problems. In current work linear transport equation is solved using two methods including collided components of the scalar flux algorithm which is applied by... 

    A comparative study of two cavitation modeling strategies for simulation of inviscid cavitating flows

    , Article Ocean Engineering ; Volume 108 , November , 2015 , Pages 257-275 ; 00298018 (ISSN) Hejranfar, K ; Ezzatneshan, E ; Fattah Hesari, K ; Sharif University of Technology
    Elsevier Ltd  2015
    Abstract
    In the present work, two cavitation modeling strategies, namely the barotropic cavitation model and the transport equation-based model are applied and assessed for the numerical simulation of inviscid cavitating flows over two-dimensional and axisymmetric geometries. The algorithm uses the preconditioned Euler equations employing the interface capturing method for both the cavitation models. A same numerical solution procedure is used herein for discretizing the governing equations resulting from these two cavitation modeling strategies for the assessment to be valid and reliable. A central difference finite-volume scheme employing the suitable dissipation terms to account for density jumps... 

    Numerical solution of the neutron transport equation using cellular neural networks

    , Article Annals of Nuclear Energy ; Volume 36, Issue 1 , 2009 , Pages 15-27 ; 03064549 (ISSN) Boroushaki, M ; Sharif University of Technology
    2009
    Abstract
    Various methods have been used for solving the neutron transport equation in the past, and a number of computer codes have been developed based on these solution methods. This paper describes a novel method for the solution of the steady-state and time-dependent neutron transport equation using the duality between neutronic parameters in the method of characteristic (MOC) and the electrical parameters in the cellular neural networks (CNN). The relevant electrical circuit can be simulated by professional electrical circuit simulator software, HSPICE. This software is used for numerical solution of the transport equation only by preparation of appropriate inputs. This method does not need... 

    Investigation on Direct Discrete Method for Neutron Transport Equation

    , M.Sc. Thesis Sharif University of Technology Ghafari, Mohsen (Author) ; Vosoughi, Naser (Supervisor) ; Bagher Ghofrani, Mohammad (Supervisor)
    Abstract
    Improvement of numerical solutions and application of them is very important section of engineering researches. So, there are several numerical methods and procedures for solution of equations or problems. All of them have advantages and disadvantages for selection best method. The efficiency of a method is a function of Limitation parameter like time, software and hardware. One of the recent numerical methods for engineering problems is Direct Discrete Method (DDM). This method prepares modern theory for balance equations; also this method combines some advantages of the other numerical methods like finite element and finite difference. DDM uses a double set of mesh structures namely primal... 

    Solving the Neutron Transport Equation Using Unstructured Spatio-temporal Elements by the Direct Discrete Method (DDM)

    , M.Sc. Thesis Sharif University of Technology Meftahi, Mohammad (Author) ; Vosoughi, Naser (Supervisor)
    Abstract
    Nowadays, the use of numerical methods is very common in solving complex equations, and various methods have been developed in this field. One of the new methods in this field, is the direct discrete method(DDM), Which was initially used to solve the electromagnetic field equations. In the past years, this method has been used to discretization some of the neutronics equations and acceptable results are recorded. So that the convergence order for the neutron diffusion equation in this method is higher than other numerical methods. In this method the geometry of the problem is divided into primary and secondary cell that primary cell platform is fixed but there is the possibility of making... 

    Application of Direct Discrete Method for Solving the One-dimensional & Time-independent Correlation Equation

    , M.Sc. Thesis Sharif University of Technology Torabi Mirzaei, Ehsan (Author) ; Vosoughi, Naser (Supervisor)
    Abstract
    Nowadays numerical solution of engineering equations and relationships is one of the most efficient and most important parts of scientific research. Hence, various methods have been developed and expanded for this purpose, and the choice of the best method for solving a problem based on its strengths and weaknesses is essential. Direct discrete method is one of the new numerical methods that has been used for solving magnetic equations for the first time and shown promising results in nuclear researches. In this method, after determining an interpolation function for the unknown quantity, the discrete form of mathematical operators such as integral and gradient is obtained in the grid... 

    Use of atomistic phonon dispersion and boltzmann transport formalism to study the thermal conductivity of narrow Si nanowires

    , Article Journal of Electronic Materials ; Volume 43, Issue 6 , 2014 , Pages 1829-1836 ; ISSN: 03615235 Karamitaheri, H ; Neophytou, N ; Kosina, H ; Sharif University of Technology
    Abstract
    We study the thermal properties of ultra-narrow silicon nanowires (NW) with diameters from 3 nm to 12 nm. We use the modified valence-force-field method for computation of phononic dispersion and the Boltzmann transport equation for calculation of phonon transport. Phonon dispersion in ultra-narrow 1D structures differs from dispersion in the bulk and dispersion in thicker NWs, which leads to different thermal properties. We show that as the diameter of the NW is reduced the density of long-wavelength phonons per cross section area increases, which increases their relative importance in carrying heat compared with the rest of the phonon spectrum. This effect, together with the fact that... 

    Computational fluid-dynamics-based analysis of a ball valve performance in the presence of cavitation

    , Article Journal of Engineering Thermophysics ; Vol. 23, issue. 1 , January , 2014 , p. 27-38 Tabrizi, A. S ; Asadi, M ; Xie, G ; Lorenzini, G ; Biserni, C ; Sharif University of Technology
    Abstract
    In this paper, the ball valve performance is numerically simulated using an unstructured CFD (Computational Fluid Dynamics) code based on the finite volume method. Navier-Stokes equations in addition to a transport equation for the vapor volume fraction were coupled in the RANS solver. Separation is modeled very well with a modification of turbulent viscosity. The results of CFD calculations of flow through a ball valve, based on the concept of experimental data, are described and analyzed. Comparison of the flow pattern at several opening angles is investigated. Pressure drop behind the ball valve and formation of the vortex flow downstream the valve section are also discussed. As the... 

    On a generalized basis for solving the one dimensional transport equation: Theory

    , Article Journal of Quantitative Spectroscopy and Radiative Transfer ; Volume 113, Issue 5 , 2012 , Pages 335-341 ; 00224073 (ISSN) Ayyoubzadeh, S. M ; Vosoughi, N ; Sharif University of Technology
    Abstract
    The most general basis for approximating the transport equation has been studied. The application of the Gram-Schmidt procedure has been shown to unify the complete class of functions (polynomial type or non-polynomial type), applicable to this equation. The completeness of the series of functions is proved. A generalized version of the Fick's law is introduced. It is shown that the spectrum of the transport equation obtained by this method agrees with the conventional methods of obtaining the spectrum  

    A new approach for solution of time dependent neutron transport equation based on nodal discretization using MCNPX code with feedback

    , Article Annals of Nuclear Energy ; Volume 133 , 2019 , Pages 519-526 ; 03064549 (ISSN) Ghaderi Mazaher, M ; Salehi, A. A ; Vosoughi, N ; Sharif University of Technology
    Elsevier Ltd  2019
    Abstract
    This paper proposes a new method for solving the time-dependent neutron transport equation based on nodal discretization using the MCNPX code. Most valid nodal codes are based on the diffusion theory with differences in approximating the leakage term until now. However, the Monte Carlo (MC) method is able to estimate transport parameters without approximations usual in diffusion method. Therefore, improving the nodal approach via the MC techniques can substantially reduce the errors caused by diffusion approximations. In the proposed method, the reactor core is divided into nodes of arbitrary dimensions, and all terms of the transport equation e.g. interaction rates and leakage ratio are... 

    Spatiotemporal Modeling & Simulation of the Second Order Moments of the Transport Equation

    , Ph.D. Dissertation Sharif University of Technology Ayyoubzadeh, Mohsen (Author) ; Vosoughi, Naser (Supervisor)
    Abstract
    Precise knowledge of the laws which govern a system is of interest for two reasons. First, it paves the way to understand the subtle behaviors of the system, which are not understandable from simpler models of the system. Second, it helps in the design of experimental requirements needed to observe these behaviors. The behavior of neutrons in a system, which could be a reactor or a detector, is stochastic from two perspectives. First of all, since the place of the atoms of a medium are randomly sited, at least from a neutrons point of view, the collision sites are random places, which contributes to the stochasticity of the transport phenomena. This type of randomness is somewhat similar to... 

    Simulation of Power Reactor Noise Based on Transport Equation

    , Ph.D. Dissertation Sharif University of Technology Bahrami, Mona (Author) ; Vosoughi, Naser (Supervisor)
    Abstract
    In every nuclear reactor core, there are neutron flux fluctuations around the mean value. The neutron noise is the deviation between the time-dependent neutron flux and its expected value, assuming that all process is stationary and ergodic in time. These fluctuations can be caused by the stochastic nature of neutron interactions or mechanical oscillations in the reactor cores. In a reactor working at a high-power level, mechanical fluctuations are the major cause of the fluctuations measured by the detectors. These mechanical vibrations include control rod or fuel rod vibrations, changes in the incoming coolant speed, or changes in the coolant temperature. These perturbations are seen as... 

    Implementation of phase change thermodynamic probability for unsteady simulation of cavitating flows

    , Article International Journal for Numerical Methods in Fluids ; Volume 66, Issue 12 , 2011 , Pages 1555-1571 ; 02712091 (ISSN) Asnaghi, A ; Jahanbakhsh, E ; Seif, M. S ; Sharif University of Technology
    2011
    Abstract
    The aim of this work is to investigate the non-equilibrium effects of phase change in cavitating flows. For this purpose, the concept of phase change thermodynamic probability is used along with homogeneous model to simulate two-phase cavitating flows. For simulation of unsteady behaviors of cavitation, which have practical applications, unsteady PISO algorithm based on the non-conservative approach is utilized. For multi-phase simulation, single-fluid Navier-Stokes equations, along with the volume fraction transport equation, are employed. In this paper, phase change thermodynamics probabilities and cavitation model is briefly summarized. Thus, derivation of the cavitation model, starting...