|azel [options] [infile [outfile]]|
Azel converts between right-handed Cartesian coordinate systems, an application-geometry system x, y, z and a viewer-embedded system d, h, v. These systems differ by rotation in azimuth and elevation about their common origin. Input comes from infile and output goes to outfile if they are specified, otherwise azel uses stdin and stdout, respectively. Each line of input must contain three numbers separated by white space. Unless the -i option (q.v.) is specified, azel interprets each triple as the x, y, z coordinates of a vector, and prints out its d, h, v coordinates. Any other text on the input line beyond the triple is copied verbatim.
The command-line options and their meanings are given below.
-a azimSpecifies azimuthal rotation of azim degrees. Default is 0.
-e elevSpecifies elevation rotation of elev degrees. Default is 0.
-c celsizSpecifies a cell size of celsiz. Output vectors are scalar multiplied by 1/celsiz. Default is 1. Useful with the -r option to bin output data into cells.
-iCauses azel to perform the inverse rotation. The input is transformed from viewer to application-geometry coordinates (i.e., from d, h, v to x, y, z). Incompatible with the -p option.
-pCauses azel to project the output vectors onto the hv plane. This gives grid-plane coordinates. Incompatible with the -i option.
-rCauses azel to round each coordinate of the output vectors to the nearest integer. Useful with the -c option to bin output data into cells.
The viewer coordinates are defined so that positive d points toward the viewer, positive h (horizontal) points to the viewers right, and positive v (vertical) points up. When azim = elev =0 , the two coordinate systems coincide, in which case azel performs the identity transformation. Azimuth is the angle in the dh plane from positive h to positive y, measured toward positive d. Elevation is the angle in the dv plane from positive v to positive z, measured toward positive d. In the forward direction the azimuthal rotation is performed before the elevation, while in the inverse direction, the elevation is undone before the azimuth. Thus, the z axis is always normal to the h axis. When azim = 90 and elev = 0, x = -h, y = d, and z = v. When azim = 0 and elev = 90, x = -v, y = h, and z = d.
The exit status is 0 if all input was successfully transformed, 1 otherwise.
This software is Copyright (c) 1991-2013 by the United States Government as represented by U.S. Army Research Laboratory.
Reports of bugs or problems should be submitted via electronic mail to <firstname.lastname@example.org>.