c_shgrid(3NCARG)
c_shgrid π (that's the NCAR Graphics manual, bestie, section 3NCARG)
okay so. sit down. hydrate. because we're about to talk about c_shgrid and she is that girl. this is the NCAR Graphics page, and it's literally about interpolating random data in 3-space using a modified Shepard's algorithm. no cap. let's get into it β¨
β¨ NAME β¨
c_shgrid β interpolate random data in 3-space using a modified Shepard's algorithm π¦
π FUNCTION PROTOTYPE π
float *c_shgrid(int, float [], float [], float [], float [],
int, int, int, float [], float [], float [], int*);
πΈ SYNOPSIS πΈ
float *c_shgrid (n, x[], y[], z[], f[], nxo, nyo, nzo,
xo[], yo[], zo[], ier);
π DESCRIPTION π
like, here's the whole cast of characters, one by one:
nβ (integer, input) the number of input data points, and she's gotta ben > 9. no tiny crews allowed, periodt.xiβ (float, input) an array dimensioned fornholding the X coordinate values for the input function.yiβ (float, input) an array dimensioned fornholding the Y coordinate values for the input function.ziβ (float, input) an array dimensioned fornholding the Z coordinate values for the input function.fβ (float, input) an array with the functional values of the input function β sof[k]is the functional value at(xi[k], yi[k], zi[k])fork=0,n-1. yes bestie, that's the whole run of them πnxoβ (integer, input) how many X coordinate values we're calculating for the output grid.nyoβ (integer, input) how many Y coordinate values we're calculating for the output grid.nzoβ the number of Z coordinate values to be calculated for the output grid.xoβ (float, input) an array dimensioned fornxocontaining the X coordinates of the output grid.yoβ (float, output) an array dimensioned fornyocontaining the Y coordinates of the output grid.zoβ (float, output) an array dimensioned fornzocontaining the Z coordinates of the output grid.ierβ (pointer to integer, output) the error return value, the vibe check if you will. if*iercomes back as0, then no errors were detected, we ate. if*ieris non-zero, then go look at the error list in the error table for the details π
π₯ USAGE π₯
so you call c_shgrid to interpolate randomly spaced data in 3-space. she uses a modified Shepard's algorithm to construct an interpolatory surface. iconic behavior honestly.
c_shgrid returns a pointer to a linear array of data β that's your interpolation grid, stored in row-major order. and the way that works is, if out is declared as
float *out;
and we set:
out = c_shgrid(n, x, y, z, f, nxo, nyo, nzo, xo, yo, zo, ier);
then out[nz*ny*i + nz*j + k] is the approximation function value at coordinate point (xo[i], yo[j], zo[k]) for 0 <= i < nx, 0 <= j < ny, and 0 <= k < nz. the space for out is allocated internally to c_shgrid and is nx*ny*nz floats in size. she handles the allocation herself, main character energy fr fr π«Ά
π ACCESS π
to use c_shgrid, load the NCAR Graphics library ngmath. that's it, that's the whole gatekeeping situation.
π SEE ALSO π
shgrid_paramsc_shsetic_shgetic_shgetnp
and if you want the complete documentation for Shgrid, it's available at this URL, bookmark it bestie:
http://ngwww.ucar.edu/ngdoc/ng/ngmath/shgrid/shhome.html
π COPYRIGHT π
Copyright (C) 1997-2000
University Corporation for Atmospheric Research
the use of this Software is governed by a License Agreement. read it, love it, respect it πΈ
and that's the whole page, no crumbs left. this one's from the UNIX manual, dated September 1999, sourced from NCAR GRAPHICS, and filed under c_shgrid(3NCARG). slay, bye bestie π
β¨π
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