Hi All,<br>I am having some troubles getting the <b>ST_Intersect</b> function to work with 3D polygons. <br>I have a table to hold triangles as polygons in <b>"small_tris"</b><br>Another table for holding the polygonal faces of a 3D voronoi diagram in <b>"vfaces"</b><br>
So now I am trying to do an intersection between the triangles and the voronoi faces<br>to get the triangles that intersect with the faces. And it seems that *ALL* triangles <br>are intersecting. I have attached a PDF where I have plotted the triangles and the <br>
voronoi cells. so the box around in red and blue with a major face going through is <br>the voronoi diagram. The Voronoi partition in 3D is shown at the bottom too for clarity<br>Can someone please help and let me know what am I doing wrong here?<br>
Is the select assuming something? So the polygons are flat and the intersections <br>should just be lines or points. I am under some pressure to get this to work, so if<br>anyone needs more information to help, the please let me know! :)  <br>
<br>Cheers,<br>Ed<br><br><b>-- TABLE SCHEMAS</b><br>bounds=# \d vfaces;<br>      Table "public.vfaces"<br>  Column  |   Type   | Modifiers <br>----------+----------+-----------<br> gen_id   | integer  | <br> geomtext | geometry | <br>
<br>bounds=# \d small_tris;<br>    Table "public.small_tris"<br>  Column  |   Type   | Modifiers <br>----------+----------+-----------<br> id       | integer  | not null<br> v0       | integer  | <br> v1       | integer  | <br>
 v2       | integer  | <br> geomtext | geometry | <br>Indexes:<br>    "small_tris_pkey" PRIMARY KEY, btree (id)<br>    "small_idx" gist (geomtext)<br><br><br><b><br>
-- TABLE CONTENT</b><br>bounds=# select id, st_astext( geomtext ) from small_tris;<br> id |                       st_astext                       <br>----+-------------------------------------------------------<br>  0 | POLYGON Z ((10 10 805,20 10 809,10 20 814,10 10 805))<br>
  1 | POLYGON Z ((10 20 814,20 10 809,20 20 819,10 20 814))<br>  2 | POLYGON Z ((20 20 819,30 10 809,30 20 812,20 20 819))<br>  3 | POLYGON Z ((30 10 809,20 20 819,20 10 809,30 10 809))<br>  4 | POLYGON Z ((30 20 812,30 10 809,40 10 826,30 20 812))<br>
  5 | POLYGON Z ((20 20 819,30 20 812,20 30 827,20 20 819))<br>  6 | POLYGON Z ((10 20 814,20 20 819,20 30 827,10 20 814))<br>  7 | POLYGON Z ((10 40 805,10 30 814,20 30 827,10 40 805))<br>  8 | POLYGON Z ((10 50 804,10 40 805,20 40 807,10 50 804))<br>
  9 | POLYGON Z ((20 30 827,20 40 807,10 40 805,20 30 827))<br> 10 | POLYGON Z ((30 30 817,20 40 807,20 30 827,30 30 817))<br> 11 | POLYGON Z ((30 40 816,20 50 809,20 40 807,30 40 816))<br> 12 | POLYGON Z ((20 40 807,20 50 809,10 50 804,20 40 807))<br>
 13 | POLYGON Z ((10 30 814,10 20 814,20 30 827,10 30 814))<br> 14 | POLYGON Z ((30 30 817,20 30 827,30 20 812,30 30 817))<br> 15 | POLYGON Z ((30 20 812,40 20 823,30 30 817,30 20 812))<br> 16 | POLYGON Z ((40 20 823,30 20 812,40 10 826,40 20 823))<br>
 17 | POLYGON Z ((40 20 823,40 10 826,50 10 803,40 20 823))<br> 18 | POLYGON Z ((30 30 817,40 20 823,40 30 814,30 30 817))<br> 19 | POLYGON Z ((40 20 823,50 20 808,40 30 814,40 20 823))<br> 20 | POLYGON Z ((50 20 808,40 20 823,50 10 803,50 20 808))<br>
 21 | POLYGON Z ((40 30 814,50 20 808,50 30 816,40 30 814))<br> 22 | POLYGON Z ((30 30 817,40 30 814,40 40 800,30 30 817))<br> 23 | POLYGON Z ((30 40 816,40 40 800,30 50 813,30 40 816))<br> 24 | POLYGON Z ((30 40 816,30 30 817,40 40 800,30 40 816))<br>
 25 | POLYGON Z ((30 50 813,40 40 800,40 50 817,30 50 813))<br> 26 | POLYGON Z ((30 40 816,30 50 813,20 50 809,30 40 816))<br> 27 | POLYGON Z ((50 40 821,40 50 817,40 40 800,50 40 821))<br> 28 | POLYGON Z ((50 50 809,40 50 817,50 40 821,50 50 809))<br>
 29 | POLYGON Z ((50 40 821,40 40 800,50 30 816,50 40 821))<br> 30 | POLYGON Z ((40 30 814,50 30 816,40 40 800,40 30 814))<br> 31 | POLYGON Z ((30 30 817,30 40 816,20 40 807,30 30 817))<br>(32 rows)<br><br> select st_astext(geomtext) from vfaces;<br>
                                           st_astext                                           <br>-----------------------------------------------------------------------------------------------<br> POLYGON Z ((51 17.8 799,9 38.8 799,9 51 819.33333333333,19.4 51 828,51 35.2 828,51 17.8 799))<br>
 POLYGON Z ((51 17.8 799,9 38.8 799,9 51 799,51 51 799,51 17.8 799))<br> POLYGON Z ((51 35.2 828,19.4 51 828,51 51 828,51 35.2 828))<br> POLYGON Z ((9 9 799,9 38.8 799,51 17.8 799,51 9 799,9 9 799))<br> POLYGON Z ((51 17.8 799,9 38.8 799,9 51 819.33333333333,19.4 51 828,51 35.2 828,51 17.8 799))<br>
 POLYGON Z ((9 9 828,9 51 828,19.4 51 828,51 35.2 828,51 9 828,9 9 828))<br>(6 rows)<br><br><b style="color:rgb(51,102,255)">select distinct <a href="http://a.id">a.id</a><br>from small_tris a, vfaces b<br>where st_intersects (a.geomtext, b.geomtext)<br>
order by <a href="http://a.id">a.id</a>;</b><br> id <br>----<br>  0<br>  1<br>  2<br>  3<br>  4<br>  5<br>  6<br>  7<br>  8<br>  9<br> 10<br> 11<br> 12<br> 13<br> 14<br> 15<br> 16<br> 17<br> 18<br> 19<br> 20<br> 21<br> 22<br>
 23<br> 24<br> 25<br> 26<br> 27<br> 28<br> 29<br> 30<br> 31<br>(32 rows)<br><br><img src="data:image/png;base64,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" alt=""><br>