Skip to Main Content Skip to Search
Product Documentation

pixcenters - Compute pixel centers for georeferenced image or data grid

Syntax

[x,y] = pixcenters(R, height, width)
[x,y] = pixcenters(r,sizea)
[x,y] = pixcenters(..., 'makegrid')

Description

[x,y] = pixcenters(R, height, width) returns the spatial coordinates of a spatially-referenced image or regular gridded data set. R is either a 3-by-2 referencing matrix defining a 2-dimensional affine transformation from intrinsic pixel coordinates to map coordinates, or a spatialref.MapRasterReference object. height and width are the image dimensions. If r does not include a rotation (i.e., r(1,1) = r(2,2) = 0), then x is a 1-by-width vector and y is a height-by-1 vector. In this case, the spatial coordinates of the pixel in row row and column col are given by x(col), y(row). Otherwise, x and y are each a height-by-width matrix such that x(col,row), y(col,row) are the coordinates of the pixel with subscripts (row,col).

[x,y] = pixcenters(r,sizea) accepts the size vector sizea = [height, width, ...] instead of height and width.

[x,y] = pixcenters(info) accepts a scalar struct array with the fields

'RefMatrix'

3-by-2 referencing matrix

'Height'

Scalar number

'Width'

Scalar number

[x,y] = pixcenters(..., 'makegrid') returns x and y as height-by-width matrices even if r is irrotational. This syntax can be helpful when you call pixcenters from within a function or script.

Tips

For more information on referencing matrices, see the makerefmat reference page.

pixcenters is useful for working with surf, mesh, or surface, and for coordinate transformations.

Examples

[Z,R] = arcgridread('MtWashington-ft.grd');
[x,y] = pixcenters(R, size(Z));
h = surf(x,y,Z); axis equal; demcmap(Z)
set(h,'EdgeColor','none')
xlabel('x (easting in meters)')
ylabel('y (northing in meters')
zlabel('elevation in feet')

See Also

arcgridread | makerefmat | mapbbox | mapoutline | mapshow | pix2map | worldfileread

  


Recommended Products

Includes the most popular MATLAB recorded presentations with Q&A sessions led by MATLAB experts.

 © 1984-2012- The MathWorks, Inc.    -   Site Help   -   Patents   -   Trademarks   -   Privacy Policy   -   Preventing Piracy   -   RSS