Toan Hoang

Creating a Spiral Stacked Line Chart in Tableau

Another fun and interesting bespoke Data Visualisation in Tableau; requested by a student, here is a tutorial on created a Spiral Stacked Line Charts in Tableau. I hope you enjoy this.

Note: This is an alternative type of data visualisation, and sometimes pushed for by clients. Please always look at best practices for data visualisations before deploying this into production.

Data

We will start by loading the Sample Superstore data into Tableau Desktop / Tableau Public.

Note: If you have Tableau Desktop, you can use the Sample data source, but if you are using Tableau Public, download and load the following data source.

Once your data is loaded into Tableau, right-click on the data source and click on Edit Data Source… with the Data Source Editor open, paste the following:

Path
0
1

Note: If you are using Tableau 2020.2 or great i.e. have access to new Relationship Model, you will need to double-click on the originally pasted data source to open up before pasting in the Path Data.

You should get an error as there is no joining column, however, click on Add new join clause, go to Create Join Calculation, type 1 and click OK. Do this for the right-hand side as well. Ensure that you have Inner join selected and you should see the following:

Calculated Fields

With our data set loaded into Tableau, we are going to create the following Calculated Fields:

Spacing Parameter

Index

INDEX()-1

Spacing

(INDEX()-1)*[Spacing Parameter]

TC_Sales

WINDOW_SUM(SUM([Sales]))/2

TC_Total Sales

WINDOW_SUM(SUM([Sales]))/2

TC_Percentage of Total

[TC_Sales]/[TC_Total Sales]

TC_Distance

[TC_Percentage of Total]/WINDOW_MAX([TC_Percentage of Total])

TC_Step Size

(360-(360/WINDOW_MAX([Index])))/WINDOW_MAX([Index])

TC_Starting Point

RUNNING_SUM([TC_Distance])-[TC_Distance]

X

IF MAX([Path]) = 0 THEN
    SIN(RADIANS([Index]*[TC_Step Size]))*(1+[TC_Starting Point]+[Spacing])
ELSE
    SIN(RADIANS([Index]*[TC_Step Size]))*(1+[TC_Starting Point]+[TC_Distance]+[Spacing])
END

Y

IF MAX([Path]) = 0 THEN
    COS(RADIANS([Index]*[TC_Step Size]))*(1+[TC_Starting Point]+[Spacing])
ELSE
    COS(RADIANS([Index]*[TC_Step Size]))*(1+[TC_Starting Point]+[TC_Distance]+[Spacing])
END

With this done, let us start creating our data visualisation.

Worksheet

We will now build our worksheet:

If all goes well you should now see the following:

Now is the challenging part, we are going to adjust our Table Calculations.

Let’s repeat this for the Y pill.

You should now see the following:

Now we just need to adjust the cosmetics.

and you should end up with the following:

and boom, we are done! I hope you enjoyed creating this data visualization and learned some cool techniques as well. As always, you can find this data visualisation on Tableau Public at https://public.tableau.com/profile/toan.hoang#!/vizhome/RadialStackedColumnChart/RadialStackedColumnChart

Summary

I hope you all enjoyed this article as much as I enjoyed writing it and as always do share the love. Do let me know if you experienced any issues recreating this Visualization, and as always, please leave a comment below or reach out to me on Twitter @Tableau_Magic. Do also remember to tag me in your work if you use this tutorial.

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