Essays about: "T-junction"

Found 3 essays containing the word T-junction.

  1. 1. Moving in the dark : Mathematics of complex pedestrian flows

    University essay from Karlstads universitet/Fakulteten för hälsa, natur- och teknikvetenskap (from 2013)

    Author : Meghashyam Veluvali; [2023]
    Keywords : Mathematical modelling of pedestrian dynamics; stochastic systems; evacuation time; random walk method; parabolic equation; finite difference method;

    Abstract : The field of mathematical modelling for pedestrian dynamics has attracted significant scientific attention, with various models proposed from perspectives such as kinetic theory, statistical mechanics, game theory and partial differential equations. Often such investigations are seen as being a part of a new branch of study in the domain of applied physics, called sociophysics. READ MORE

  2. 2. Using CFD to investigate casue of vibrations in feed-water system

    University essay from KTH/Strömningsmekanik och Teknisk Akustik

    Author : Maryam Dabbaghitehrani; [2019]
    Keywords : ;

    Abstract : Computational fluid dynamics from large scale thermo-hydraulic simulation in 1D to large eddy simulation in 3D, were applied in this master thesis to study cause of vibrations in a feed-water system downstream the connected pumps. In the first step, the fluid flow of the pumps in RELAP5 simulations was disturbed by the blade passing sinusoidal vibrations to study their propagation in the piping system over time. READ MORE

  3. 3. High Order finite difference methods for the wave equation with T-junction grid interfaces

    University essay from Uppsala universitet/Institutionen för informationsteknologi

    Author : Aron Rindstedt; [2016]
    Keywords : ;

    Abstract : We investigate higher order SBP-SAT discretizations of the wave equation for T-junction domains. We indicate stability for our discretization for fourth order operators. We construct a differently formulated proof for stability for a previously constructed discretization of the wave equation for interface domains. READ MORE