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subroutine | tools_stripack::stripack_addnod (mpl, nst, k, x, y, z, list, lptr, lend, lnew) |
| Add a node to a triangulation. More...
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subroutine | tools_stripack::stripack_area (v1, v2, v3, area) |
| Compute the area of a spherical triangle. More...
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subroutine | tools_stripack::stripack_bdyadd (kk, i1, i2, list, lptr, lend, lnew) |
| Add a boundary node to a triangulation. More...
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subroutine | tools_stripack::stripack_bnodes (n, list, lptr, lend, nodes, nb) |
| Return the boundary nodes of a triangulation. More...
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subroutine | tools_stripack::stripack_covsph (kk, n0, list, lptr, lend, lnew) |
| Connect an exterior node to boundary nodes, covering the sphere. More...
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subroutine | tools_stripack::stripack_det (x1, y1, z1, x2, y2, z2, x0, y0, z0, output) |
| Compute 3D determinant. More...
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subroutine | tools_stripack::stripack_insert (k, lp, list, lptr, lnew) |
| Insert K as a neighbor of N1. More...
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subroutine | tools_stripack::stripack_intadd (kk, i1, i2, i3, list, lptr, lend, lnew) |
| Add an interior node to a triangulation. More...
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subroutine | tools_stripack::stripack_jrand (n, ix, iy, iz, output) |
| Return a random integer between 1 and N. More...
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subroutine | tools_stripack::stripack_left (x1, y1, z1, x2, y2, z2, x0, y0, z0, output) |
| Determine whether a node is to the left of a plane through the origin. More...
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subroutine | tools_stripack::stripack_lstptr (lpl, nb, list, lptr, output) |
| Return the index of NB in the adjacency list. More...
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subroutine | tools_stripack::stripack_swap (in1, in2, io1, io2, list, lptr, lend, lp21) |
| Replace the diagonal arc of a quadrilateral with the other diagonal. More...
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subroutine | tools_stripack::stripack_swptst (n1, n2, n3, n4, x, y, z, output) |
| Decide whether to replace a diagonal arc by the other. More...
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subroutine | tools_stripack::stripack_trfind (nst, p, n, x, y, z, list, lptr, lend, b1, b2, b3, i1, i2, i3) |
| Locate a point relative to a triangulation. More...
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subroutine | tools_stripack::stripack_trmesh (mpl, n, x, y, z, list, lptr, lend, lnew, near, next, dist) |
| Create a Delaunay triangulation on the unit sphere. More...
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