Two Dimensional Ideal MHD Equations | Lecture Note - Edubirdie

University:
California State University, Northridge
Course:
MATH 360 | Abstract Algebra I
Academic year:

2024
Views:

454

Pages:

2
Author:

Dale French

Two Dimensional Ideal MHD Equations In this example we use a two-dimensional second order semi-discrete central scheme to evolve the solution of Ideal MHD equations where stands for the total pressure, and the the pressure, p, is related to the conserved quantities through the equation of state with . The solution is evolved over the computational domain , from of the Orszag-Tang Vortex System with periodic boundary conditions, mesh and cfl number 0.75. to . The initial conditions are those , using a 288 x 288 The images below display, from top to bottom and left to right, the initial contours of density and pressure (at t = 0.05), and the velocity and magnetic fields. Click on the individual images to see an animation from to .

Related Documents

Two Dimensional Ideal MHD Equations

Two Dimensional Ideal MHD Equations - Page 1

Two Dimensional Ideal MHD Equations - Page 2

of 2

Recommended Documents

Algebra, Answer Key

Algebra, Answer Key

California State University, Northridge MATH 360 | Abstract Algebra I

Answer Key

Homework 8 Solutions

Homework 8 Solutions

California State University, Northridge MATH 360 | Abstract Algebra I

Answer Key

Algebra - Solutions

Algebra - Solutions

California State University, Northridge MATH 360 | Abstract Algebra I

Answer Key

Inclusion-Exclusion Principle

Inclusion-Exclusion Principle

California State University, Northridge MATH 360 | Abstract Algebra I

Lecture Note

Solution by the Organizers (Based on Euler’s Original Proof 1738)

Solution by the Organizers (Based on Euler’s Original Proof 1738)

California State University, Northridge MATH 360 | Abstract Algebra I

Answer Key

Sum of Squares of Degrees in a Graph

Sum of Squares of Degrees in a Graph

California State University, Northridge MATH 360 | Abstract Algebra I

Study Guide

Measures of Center

Measures of Center

California State University, Northridge MATH 360 | Abstract Algebra I

Lecture Note

Convex Polyhedra in R3 Spanning Congruent Triangles

Convex Polyhedra in R3 Spanning Congruent Triangles

California State University, Northridge MATH 360 | Abstract Algebra I

Lecture Note

Special Values of J-Function Which Are Algebraic

Special Values of J-Function Which Are Algebraic

California State University, Northridge MATH 360 | Abstract Algebra I

Lecture Note

Linear Equations - Lecture Notes

Linear Equations - Lecture Notes

California State University, Northridge MATH 360 | Abstract Algebra I

Lecture Note

A Note on the Special Unitary Group of a Division Algebra

A Note on the Special Unitary Group of a Division Algebra

California State University, Northridge MATH 360 | Abstract Algebra I

Lecture Note

Chi-Square Tests

Chi-Square Tests

California State University, Northridge MATH 360 | Abstract Algebra I

Lecture Note