1. A Numerical Solution to Quasi-One-Dimensional Nozzle
Analytical solutions give exact solutions that can be used to study the behavior of the system with varying properties. Unfortunately, very few practical systems lead to analytical solutions, and again the use of analytical solutions is of limited use because of its difficulty. That’s why we use a numerical approach to make a close answer to practical result with ease and convenience. Recently there is a lot of research going on in this field. Doing a project in this field will give you an advantage over others. In this project, you are going to write your own code to solve a one-dimensional nozzle problem using numerical approach and you have to find out the properties of fluid flowing through the nozzle along its length.
2. Understanding FVM(Lax Friedrich scheme) by solving Burger equation
Finite Volume Method is one of the popular numerical methods used by engineers, mathematicians around the world for solving complex differential equations. This is because it has the characteristics to produce accurate and stable solutions. So, studying the finite volume method is important for an engineer. In this project, you will learn how the Finite Volume Method (Numerical Method) is implemented to solve the differential equation by solving a fluid flow problem using Burger equation.
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