r.param.scale(1grass)

NAME

r.param.scale - Extracts terrain parameters from a DEM.
Uses a multi-scale approach by taking fitting quadratic parameters to any size window (via least squares).

KEYWORDS

raster, geomorphology, terrain, elevation, landform

SYNOPSIS

r.param.scale
r.param.scale --help
r.param.scale [-c] input=name output=name [slope_tolerance=float] [curvature_tolerance=float] [size=integer] [method=string] [exponent=float] [zscale=float] [--overwrite] [--help] [--verbose] [--quiet] [--ui]

Flags:

-c: Constrain model through central window cell

--overwrite: Allow output files to overwrite existing files

--help: Print usage summary

--verbose: Verbose module output

--quiet: Quiet module output

--ui: Force launching GUI dialog

Parameters:

input=name [required]: Name of input raster map

output=name [required]: Name for output raster map containing morphometric parameter

slope_tolerance=float: Slope tolerance that defines a ’flat’ surface (degrees)
Default: 1.0

curvature_tolerance=float: Curvature tolerance that defines ’planar’ surface
Default: 0.0001

size=integer: Size of processing window (odd number only)
Options: 3-499
Default: 3

method=string: Morphometric parameter in ’size’ window to calculate
Options: elev, slope, aspect, profc, planc, longc, crosc, minic, maxic, feature
Default: elev

exponent=float: Exponent for distance weighting (0.0-4.0)
Default: 0.0

zscale=float: Vertical scaling factor
Default: 1.0

DESCRIPTION

r.param.scale extracts terrain parameters from a digital elevation model. Uses a multi-scale approach by fitting a bivariate quadratic polynomial to a given window size using least squares.

The module calculates the following parameters (terminology is from Wood, 1996 with related terminology used in other GRASS modules listed in brackets):

•: elev: Generalised elevation value (for resampling purposes at different scale)

•: slope: Magnitude of maximum gradient (steepest slope angle)

•: aspect: Direction of maximum gradient (steepest slope direction=flow direction)

•: profc: profile curvature (curvature intersecting with the plane defined by Z axis and maximum gradient direction). Positive values describe convex profile curvature, negative values concave profile curvature.

•: planc: plan curvature (horizontal curvature, intersecting with the XY plane)

•: longc: longitudinal curvature (profile curvature intersecting with the plane defined by the surface normal and maximum gradient direction)

•: crosc: cross-sectional curvature (tangential curvature intersecting with the plane defined by the surface normal and a tangent to the contour - perpendicular to maximum gradient direction)

•: maxic: maximum curvature (can be in any direction)

•: minic: minimum curvature (in direction perpendicular to the direction of of maximum curvature)

•: feature: Morphometric features: peaks, ridges, passes, channels, pits and planes

NOTES

In r.param.scale the direction of maximum gradient (considered downslope) is stored as (West is 0 degree, East is +/- 180 degree):

•: 0..+180 degree from West to North to East

•: 0..-180 degree from West to South to East

Note that the aspect map is calculated differently from r.slope.aspect.

EXAMPLE

The next commands will create a geomorphological map of the Spearfish sample dataset region:

g.region raster=elevation.10m -p
r.param.scale in=elevation.10m output=morphology method=feature size=9

Figure: Geomorphological map of a subregion in the Spearfish (SD) area

TODO

Fix bug when `constrain through central cell’ option selected. Create color tables for all output files (presently only on features).

REFERENCES

•: Wood, J. (1996): The Geomorphological characterisation of Digital Elevation Models. Diss., Department of Geography, University of Leicester, U.K
online at: http://hdl.handle.net/2381/34503

•: Java Code in LandSerf that implements the same procedure

AUTHORS

Jo Wood - ASSIST’s home

Update to FP 3/2002: L. Potrich, M. Neteler, S. Menegon (ITC-irst)

SOURCE CODE

Available at: r.param.scale source code (history)

Accessed: Monday Feb 24 17:50:45 2025