DISCLAIMER: This blog post was written by a human with the help of AI

In this blog post, we'll be exploring the plot method of the Hypotrochoid class in the spyrograph library

This method allows users to create beautiful visualizations of hypotrochoids and epitrochoids using the popular matplotlib library

We will walk through the process of creating a hypotrochoid and then use the plot method to visualize it

Table of contents

• Prerequisite imports
• Creating a hypotrochoid
• Plotting the hypotrochoid
• Conclusion

$ pip3 install spyrograph

$ git clone https://github.com/chris-greening/spyrograph.git

Prerequisite imports

Before we dive into creating and plotting a hypotrochoid, let's make sure we have spyrograph and matplotlib installed

pip3 install spyrograph matplotlib

Creating a hypotrochoid

To create a hypotrochoid, we need to specify the parameters R (radius of the fixed circle), r (radius of the rolling circle), d (distance from the rolling circle), and thetas (a list of theta values)

Here's an example of creating a hypotrochoid:

from spyrograph import Hypotrochoid

hypotrochoid = Hypotrochoid(
    R=100,
    r=51,
    d=75,
    thetas=np.arange(0, 20 * np.pi, 0.01)
)

Plotting the hypotrochoid

Now that we have our hypotrochoid, we can use the plot method to visualize it

This method will return a matplotlib figure and axis objects, which we can further customize if desired

fig, ax = hypotrochoid.plot(
    color="red",
    linewidth=2
)
plt.show()

In this example, we've specified the color of the hypotrochoid to be blue and the line width to be 1

You can customize the appearance of the plot by passing additional keyword arguments that are accepted by the matplotlib.pyplot.plot function

Conclusion

The plot method in the spyrograph library makes it incredibly easy to create visually appealing plots of hypotrochoids and epitrochoids

With just a few lines of code, we can create stunning spirograph patterns that can be used for artistic, educational, or scientific purposes

Start experimenting with different parameter values and see what amazing designs you can create!