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📄 gslib help varmap.htm

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<HTML><HEAD><TITLE>GSLIB Help: VARMAP</TITLE>
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<H2>GSLIB Help Page: VARMAP</H2></CENTER>
<DL>
  <DT><IMG height=14 alt=o src="GSLIB Help VARMAP.files/ball.red.gif" width=14> 
  <STRONG>Description:</STRONG> 
  <UL>
    <LI>Variograms are traditionally presented as 1-D curves as a function of 
    the distance <B>h</B> along a particular direction. It is often useful to 
    have a global view of the variogram values in all directions. The variogram 
    map is a 2-D plot of the sample semivariogram for all experimentally 
    available separation vectors </LI></UL>
  <DT><IMG height=14 alt=o src="GSLIB Help VARMAP.files/ball.red.gif" width=14> 
  <STRONG>Parameters:</STRONG> 
  <UL>
    <LI><B>datafl:</B> the input data in a simplified Geo-EAS formatted file. 
    <LI><B>nvar</B> and <B>ivar(1) \ldots ivar(nvar):</B> the number of 
    variables and their column order in the data file. 
    <LI><B>tmin</B> and <B>tmax:</B> all values, regardless of which variable, 
    strictly less than <B>tmin</B> and greater than or equal to <B>tmax</B> are 
    ignored. 
    <LI><B>igrid:</B> set to 1 if the data are on a regular grid and set to 0 if 
    the data are irregularly spaced. 
    <LI><B>nx, ny</B> and <B>nz:</B> the number of nodes in the <I>x</I>, 
    <I>y</I>, and <I>z</I> coordinate directions (used if <B>igrid</B> is set to 
    1). Any of the numbers may be set to one if that coordinate is not present 
    in the data, e.g., 2-D data may be handled by setting <B>nz</B> to 1. 
    <LI><B>xsiz, ysiz</B> and <B>zsiz:</B> the separation distance between the 
    nodes in the <I>x</I>, <I>y</I>, and <I>z</I> coordinate directions (used if 
    <B>igrid</B> is set to 1). 
    <LI><B>icolx, icoly</B> and <B>icolz:</B> the columns for the <I>x</I>, 
    <I>y</I>, and <I>z</I> coordinates (used if <B>igrid</B> is set to 0). Any 
    of the column numbers may be set to zero if that coordinate is not present 
    in the data, e.g., 2-D data may be handled by setting <B>icolz</B> to 0. 
    <LI><B>outfl:</B> the output file for the variogram maps/volumes are written 
    to a single output file named <B>outfl</B> This file contains each variogram 
    map/volume written sequentially as a grid with the <I>x</I> direction 
    cycling fastest, then <I>y</I>, then <I>z</I>. 
    <LI><B>nxlag, nylag</B> and <B>nzlag:</B> the number of lags to compute in 
    the <I>X, Y</I> and <I>Z</I> directions 
    <LI><B>dxlag, dylag</B> and <B>dzlag:</B> the lag tolerances or ``cell 
    sizes'' in the <I>X, Y</I> and <I>Z</I> directions 
    <LI><B>minpairs:</B> the minimum number of pairs needed to define a 
    variogram value (set to missing if fewer than <B>minpairs</B> is found). 
    <LI><B>standardize:</B> if set to 1, the semivariogram values will be 
    divided by the variance 
    <LI><B>nvarg:</B> the number of variograms to compute. 
    <LI>The "variogram type" is specified by an <A 
    href="http://www.gslib.com/gslib_help/vtype.html">integer code</A> 
    <LI><B>ivtail, ivhead</B> and <B>ivtype:</B> for each of the <I>nvarg</I> 
    variograms one must specify which variables should be used for the tail and 
    head and which type of variogram is to be computed. For direct variograms 
    the <B>ivtail</B> array is identical to the <B>ivhead</B> array. Cross 
    variograms are computed by having the tail variable different from the head 
    variable. 
    <LI><B>cut:</B> whenever the <B>ivtype</B> is set to 9 or 10, i.e., asking 
    for an indicator variogram, then a cutoff must be specified immediately 
    after the <B>ivtype</B> parameter on the same line in the input file. Note 
    that if an indicator variogram is being computed then the cutoff/category 
    applies to variable <B>ivtail(i)</B> in the input file (although the 
    <B>ivhead(i)</B> variable is not used it must be present in the file to 
    maintain consistency with the other variogram types). </LI></UL>
  <DT><IMG height=14 alt=o src="GSLIB Help VARMAP.files/ball.red.gif" width=14> 
  <STRONG>Application notes:</STRONG> 
  <UL>
    <LI>Directions of anisotropy are usually evident from a variogram map. 
    Visualization of a variogram volume is best done using a graphical routine 
    that allows continuous sectioning of the volume along any of 
</LI></UL></DT></DL><IMG height=8 alt=--- 
src="GSLIB Help VARMAP.files/line.blue.gif" width=652>
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