# globepcolor documentation

The globepcolor function plots georeferenced data on a globe where color is scaled by the data value.

## Syntax

```globepcolor(lat,lon,C)
h = globepcolor(...)```

## Description

globepcolor(lat,lon,C) creates a pseudocolor globe plot of the gridded values given by C. The inputs lat and lon are the same size as C and can be defined for arbitrary domains using the meshgrid function.

h = globepcolor(...) returns the handle h of the plotted objects.

## Example 1: Global topography

For this example, plot color-scaled global topography. use cdtgrid to create a quarter-degree grid, and topo_interp to get the corresponding topography. Set the colormap with cmocean:

```[Lat,Lon] = cdtgrid(0.25);
Z = topo_interp(Lat,Lon);

globepcolor(Lat,Lon,Z);
cmocean('topo','pivot')
axis tight % removes whitespace
```

The globe* functions in CDT plot the Earth as a sphere, though in reality it's more of an oblate spheroid (aka ellipsoid), or a sphere whose radius is a function of latitude. We can use globepcolor to depict the difference between a spherical Earth and an ellipsoidal Earth as follows.

Use cdtgrid to make a global grid and use earth_radius to get the latitude-dependent radius at each grid cell:

```[Lat,Lon] = cdtgrid;

```

Since Earth's radius is a function of latitude, show where the standard Earth radius of 6371 km accurate overestimates versus underestimates the true radius of the Earth. Use the 'pivot' option in cmocean to make the colors pivot about the 6371 km value:

```figure
globepcolor(Lat,Lon,R);
axis tight

c = colorbar;
cmocean('diff','pivot',6371) % sets the colormap
globeborders % adds political boundaries for context
```

In the plot above, wherever the surface is brown, the Earth radius is larger than the standard 6371 km, and wherever the surface is blue the distance from the surface to the center of the earth is less than 6371 km.

Adjust the view from polar to equatorial:

```view([0 0])
```

## Example 3: Just a slice of Earth

Plot Earth radius, displaying only longitudes between 0 and 30 degrees:

```figure
[Lon,Lat] = meshgrid(0:30,-90:90);

globepcolor(Lat,Lon,R);
c = colorbar;
view([135 0])
```

## Author Info

This function and supporting documentation were written by Natalie S. Wolfenbarger for the Climate Data Toolbox for Matlab, 2019.