2.29/2.290 Course

Name	Project Title
Abhinav Gupta	Implementation of the Ghost Cell Immersed Boundary Method in the 2.29 FV Framework
Abiodun Timothy Olaoye	Investigation of Fluid Structure Interactions Using the Fourier Spectral Element Method
Yukino Nagai	Turbulence Modeling Using the 2.29 Finite Volume Framework
Andrew Joseph Rzeznik	Comparison of Turbulence Models for Buoyant Jets in Stratified Environments
Fredrik Samdal Solberg	Time-Optimal Path Planning for Sailboats Under the Effect of Strong Winds and Waves
Mohamed Aziz Bhouri	Improving Accuracy of Internal Combustion Engines Ring Design Tool Using Richardson Extrapolation and Deferred-Correction Approaches
Orion Thomas Taylor	Solitary Wave Solutions to a 2D Lattice
Samuel James Raymond	Particle methods for fluid/solid mechanics
Wael Hajj Ali	A Finite Volume Model for The Variable-density Parabolic Equation in Ocean Acoustics: Derivation, Implementation and Validation
Yiou Wang	Positive Definite and Monotonic Limiters for Unrestricted Time Step Transport Schemes
Zeyu Zhang	Replacement of the LU Decomposition by Newton-Raphson Iterations in the 2.29 Finite Volume Framework

Name

Project Title

Abhinav Gupta

Implementation of the Ghost Cell Immersed Boundary Method in the 2.29 FV Framework

Abiodun Timothy Olaoye

Investigation of Fluid Structure Interactions Using the Fourier Spectral Element Method

Yukino Nagai

Turbulence Modeling Using the 2.29 Finite Volume Framework

Andrew Joseph Rzeznik

Comparison of Turbulence Models for Buoyant Jets in Stratified Environments

Fredrik Samdal Solberg

Time-Optimal Path Planning for Sailboats Under the Effect of Strong Winds and Waves

Mohamed Aziz Bhouri

Improving Accuracy of Internal Combustion Engines Ring Design Tool Using Richardson Extrapolation and Deferred-Correction Approaches

Orion Thomas Taylor

Solitary Wave Solutions to a 2D Lattice

Samuel James Raymond

Particle methods for fluid/solid mechanics

Wael Hajj Ali

A Finite Volume Model for The Variable-density Parabolic Equation in Ocean Acoustics: Derivation, Implementation and Validation

Yiou Wang

Positive Definite and Monotonic Limiters for Unrestricted Time Step Transport Schemes

Zeyu Zhang

Replacement of the LU Decomposition by Newton-Raphson Iterations in the 2.29 Finite Volume Framework

Implementation of the Ghost Cell Immersed Boundary Method in the 2.29 FV Framework

by Abhinav Gupta

The goal of this project is to replace the current implementation of boundary condition treatment in the 2.29 FV Framework by staircase approximation with Ghost-Cell Immersed Boundary Method. Currently it is only implemented for the tracer field.