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Determine row and column dimensions needed for a regular matrix map
Syntax
[r,c] = sizem(latlim,lonlim,scale) rc = sizem(latlim,lonlim,scale) [r,c,maplegend] = sizem(latlim,lonlim,scale)
Description
[r,c] = sizem(latlim,lonlim,scale) returns the required size for a regular matrix map lying between the latitude and longitude limits specified by the two-element input vectors latlim and lonlim, which are of the form [south-limit north-limit] and [west-limit and east-limit], respectively. The scale is the desired "cells-per-degree" measure of the desired matrix map.
rc = sizem(latlim,lonlim,scale) returns the size of the matrix in one two-element vector.
[r,c,maplegend] = sizem(latlim,lonlim,scale) also returns the map legend vector for the desired regular matrix map.
Examples
How large a matrix would be required for a map of the world at a scale of 25 matrix cells per degree? (That's 25x25=625 cells per "square" degree.)
Bear in mind for memory purposes - 9000x4500=4.05x107 entries!
See Also
findm |
Coordinates of nonzero map entries |
limitm |
Matrix map limits |
map legend vector |
Data structure for describing regular matrix maps |
nanmonemspzeromzerom |
Create special maps |
| showm | sm2deg, sm2km, sm2nm, sm2rad | ![]() |