The arguments of TDITRI are as follows:
U (an input array, of type REAL, dimensioned NU) - values of an independent variable "u". It must
be the case that U(1) < U(2) < ... U(NU-1) < U(NU).
NU (an input expression of type INTEGER) - the dimension of U.
V (an input array, of type REAL, dimensioned NV) - values of an independent variable "v". It must
be the case that V(1) < V(2) < ... V(NV-1) < V(NV).
NV (an input expression of type INTEGER) - the dimension of V.
W (an input array, of type REAL, dimensioned NW) - values of an independent variable "w". It must
be the case that W(1) < W(2) < ... W(NV-1) < W(NV).
NW (an input expression of type INTEGER) - the dimension of W.
F (an input array, of type REAL, dimensioned NU x NV x NW and having FORTRAN first and second
dimensions LF1D and LF2D, respectively) - values of a dependent variable "f(u,v,w)". F(I,J,K) is
the value of the function "f" at the position (U(I),V(J),W(K)); the equation "f(u,v,w)=FISO"
defines a surface that one wishes to draw.
LF1D and LF2D
(input expressions of type INTEGER) - the FORTRAN first and second dimensions of the array F. It
must be the case that LF1D is greater than or equal to NU and that LF2D is greater than or equal
to NV.
FISO (an input expression of type REAL) - the value of the function f defining the isosurface to be
drawn.
RTRI (an input array, of type REAL, dimensioned 10 x MTRI) - a list of triangles, probably created by
means of calls to TDSTRI, TDITRI, and/or TDMTRI, and sorted, probably by means of a call to
TDOTRI.
MTRI (an input expression of type INTEGER) - the second dimension of RTRI and thus the maximum number
of triangles the triangle list will hold.
NTRI (an input/output variable of type INTEGER) - keeps track of the number of triangles currently in
the list. It is the user's responsibility to zero this initially and its value is increased by
each call to a triangle-generating routine like TDITRI. If NTRI becomes equal to MTRI, TDITRI
does not take an error exit; instead, it just stops generating triangles. Therefore, it's a good
idea, after calling TDITRI, to check the value of NTRI against the dimension MTRI; if they're
equal, it probably means that the triangle list filled up and that the rendered surface will be
incomplete.
IRST (an input expression of type INTEGER) - specifies the index of the rendering style to to be used
for the triangles added to the triangle list by this call.