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Operating Systems AIX module has an invalid magic number Post 302436000 by john1212 on Friday 9th of July 2010 12:45:16 AM
Old 07-09-2010
Hi
it's link
/opt/oracle/product/10.2/lib32 and /opt/oracle/product/10.2/lib
you rather look for /opt/oracle/product/10.2/lib64
please look,
error 0509-036
This User Gave Thanks to john1212 For This Post:
 

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PLMESH(3plplot) 						    PLplot API							   PLMESH(3plplot)

NAME
plmesh - Plot surface mesh SYNOPSIS
plmesh(x, y, z, nx, ny, opt) DESCRIPTION
Plots a surface mesh within the environment set up by plw3d(3plplot). The surface is defined by the two-dimensional array z[nx][ny], the point z[i][j] being the value of the function at (x[i], y[j]). Note that the points in arrays x and y do not need to be equally spaced, but must be stored in ascending order. The parameter opt controls the way in which the surface is displayed. For further details see the PLplot documentation. Redacted form: plmesh(x, y, z, opt) This function is used in example 11. ARGUMENTS
x (PLFLT *, input) Pointer to set of x coordinate values at which the function is evaluated. y (PLFLT *, input) Pointer to set of y coordinate values at which the function is evaluated. z (PLFLT **, input) Pointer to a vectored two-dimensional array with set of function values. nx (PLINT, input) Number of x values at which function is evaluated. ny (PLINT, input) Number of y values at which function is evaluated. opt (PLINT, input) Determines the way in which the surface is represented: opt=DRAW_LINEX: Lines are drawn showing z as a function of x for each value of y[j]. opt=DRAW_LINEY: Lines are drawn showing z as a function of y for each value of x[i]. opt=DRAW_LINEXY: Network of lines is drawn connecting points at which function is defined. AUTHORS
Geoffrey Furnish and Maurice LeBrun wrote and maintain PLplot. This man page was automatically generated from the DocBook source of the PLplot documentation, maintained by Alan W. Irwin and Rafael Laboissiere. SEE ALSO
PLplot documentation at http://plplot.sourceforge.net/resources. August, 2012 PLMESH(3plplot)
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