Guided industry project

Breaking Ice with Air cushion Vehicle - Find minimum pressure with Newton-Raphson method

Newton Raphson method is an iterative solver that is used to find the roots of a given equation. In this project, we will be employing this method to solve for the minimum pressure required to break a sheet of ice and find the relationship between pressure and ice thickness. Additionally, we will also be studying how the relaxation factor affects the solution and how we can choose a relaxation factor.

Duration
1 month
Fee
₹30,000
For
BE/BTECH / Mech/ Auto/ Production
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Breaking Ice with Air cushion Vehicle - Find minimum pressure with Newton-Raphson method

What will you do in this project?

In this project you will be,

  • Learning how to employ iterative solvers to obtain the solution of polynomial equations
  • Understanding how these solvers work and the different parameters involved
  • Finding out the most suitable relaxation factor

Benefits of this Project

Newton Raphson method is an iterative solver that is used to find the roots of a given equation. In this project, we will be employing this method to solve for the minimum pressure required to break a sheet of ice and find the relationship between pressure and ice thickness. Additionally, we will also be studying how the relaxation factor affects the solution and how we can choose a relaxation factor.

The project is an advanced level project

  • This project is great for undergraduate students (3rd & 4th year), M.Tech or MS students
  • If you are a working professional, this project will be helpful to learn the basics of Python to solve complicated problems

Pre-requisites

  • Must be comfortable with basics of coding and python syntax
  • Must have a good understanding of mathematical concepts and numerical solvers

Learning outcome

  • Using python to create functions
  • Understand solution methodologies for polynomial equations and the best methods to use these methods
  • Employ basic modules available in python
MechanicalAutomotive. Materials Engineering
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Free 20-minute call. We'll map the right course to where you want to work.

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