Thiessen polygons, also known as Voronoi diagrams, are a method for dividing space into regions based on proximity to points in a specific dataset. Each polygon contains all the points closer to its associated point than to any other.
To calculate the area average rainfall using Thiessen polygons, you first need to determine the rainfall amount at each station and then assign these values to the corresponding Thiessen polygons. The area average rainfall is then computed by summing up the products of the rainfall amounts and their respective polygon areas.
What are Thiessen polygons in the context of rainfall calculation?
How do I assign rainfall values to Thiessen polygons?
What is the formula for calculating area average rainfall?
Why use Thiessen polygons for rainfall analysis?
Can Thiessen polygons be used for other environmental data besides rainfall?
What are the limitations of using Thiessen polygons in rainfall analysis?
How do I interpret the area average rainfall result?
Results are for informational purposes only and do not constitute professional advice.
