This app in intended to be used to plot a graph of a vector field. You can specify the equation of your 2-dimensional vector field and the app will output a graph representing your vector field.

Define your vector field here. A vector field on a 2 or 3 dimensional space is defined as a function {{ "\\overrightarrow{F}" | katex }} that assigns to each point (x, y) or (x, y, z) a vector of the form {{ "\\overrightarrow{F}(x, y)" | katex }} or {{ "\\overrightarrow{F}(x, y, z)" | katex }}. The vector field must use the following operators<ul><li>Exponents (**)</li><li>Multiplication (*)</li><li>Division (/)</li><li>Addition (+)</li><li>Subtraction (-)</li></ul>You must use x and y as your variable names.

Range of the plot. The larger the range the more data points get displayed.

range

Define your vector function below. ﻿The vector function is expressed in the form {{ "\\overrightarrow{F}(x, y) = P(x, y)\\overrightarrow{i} + Q(x, y)\\overrightarrow{j}" | katex }}

function_p

{{ "P(x, y)\\overrightarrow{i}" | katex }}

{{ "Q(x, y)\\overrightarrow{j}" | katex }}

function_q

Define the density of the plot. The lower the number, the smaller the space between data points.

Understanding Vector Fields