[vtkusers] how to read UNSTRUCTURED_GRID?

이정규 glazex2 at naver.com
Mon Mar 15 17:34:44 EDT 2010


Dear Dr.Eirc E. Monson,

Thank you for the reply. I'll definitely look for the book.
I have one doubt though, from the result of paraview it seems like paraview
does not takes interior polygons into account, such that only outer
lines/polygons are rendered. I double checked to see if there are missing
points but they are still there, just not being rendered in paraview. Since
I'm taking paraview as the standard and the official .vtk viewer, I think I
must follow this principle..

--
Jeonggyu Lee

2010/3/15 Eric E. Monson <emonson at cs.duke.edu>

> There are two books about VTK:
>
> http://www.vtk.org/VTK/help/book.html
>
> This first one listed there talks about the principles behind the data
> structures. On page 144, it talks about vtkStructuredGrid. You can also look
> at the class documentation:
>
> http://www.vtk.org/doc/nightly/html/classvtkStructuredGrid.html
>
> Since the topology is that of a regular grid, if you give the point
> coordinates in the correct order, thus specifying the "geometry", the
> connectivity is implied and you don't have to worry about which way you
> travel around faces, etc.
>
> All of the people on this list are also busy trying to do their own work,
> so please don't assume that just because you don't get a satisfactory reply
> right away that the information isn't out there. You need to be patient
> sometimes.
>
> -Eric
>
>
> On Mar 15, 2010, at 4:46 PM, 이정규 wrote:
>
> Hi all,
>
> First of all, I think this e-mail thread should be corrected to "HOW OT
> READ STRUCTURED_GRID?" and I apologize for this.
> Second, I'm surprised that I couldn't find any further information
> regarding this. I've been thinking of reverse-engineering it from the source
> code but anyhow I've figured it out.
> DIMENSIONS gives us information how it should be indexed.
> It have to be something like
> *{1,0,20,21},{2,1,21,22}..............*
> if we assume it has counter-clockwise orientation and x dimension is 20.
> And indeed, each face shares two vertices(in the above example, 1 and 21).
> If we were to triangulate them it won't be that hard because they are just
> rectangles. If you are someone at Kitware, would you please, please somehow
> make this kind of information accessible to people? Or if this have been
> stated some book, would you please tell me which book it is? Or maybe I'm
> doing unsolicited thing that Kitware merely suggest to use *
> vtkStructuredGridReader* but I have my reason for getting to details of
> every single piece..  Maybe I should consider posting this to VTK wiki..
>
> 2010/3/15 이정규 <glazex2 at naver.com>
>
>> Sorry I've found that there's one more line with directive "DIMENSIONS"
>>
>> # vtk DataFile Version 3.0
>> vtk output
>> ASCII
>> DATASET STRUCTURED_GRID
>> DIMENSIONS 20 30 40
>> POINTS 24000 float
>>
>> .............
>>
>> and obviously, 20*30*40 == 24,000. Given this, how should I arrange those
>> points to get the exact same result as paraview?
>>
>> If I have to do it manually, maybe I should start working with smaller
>> model, but is there really no documentation on this?????(to Kitware : if
>> it's NDA please let me know)
>>
>> On Mon, Mar 15, 2010 at 10:45 AM, 이정규 <glazex2 at naver.com> wrote:
>>
>>> Hi David,
>>>
>>> Thank you for your reply and the suggestion, however the file I'm working
>>> on is so-called a legacy VTK file that does not have the newer XML
>>> structure. But from the wiki page that you suggested, I found more
>>> information.
>>>
>>> Structured Grid
>>> Regular topology and irregular geometry. That is, every point has a left,
>>> right, up, down, front, back neighbor. The points, however, do not lie on a
>>> grid! You must explicitly indicate the coordinates of each point.
>>> This data structure is common in finite difference analysis.
>>>
>>> This information gives me food for thought, but is not clear enough that
>>> which goes which.
>>> For example, if I have
>>> x1,y2,z3,x2,y2,z3,x3,y3,z3,x4,y4,z4,x5,y5,z5,x6,y6,z6,x7,y7,z7,x8,y8,z8
>>> I guess it would be something like
>>> (x1,y1,z1),(x2,y2,z2),(x3,y3,z3),(x4,y4,z4)
>>> for the first face.. but what about the next face?? If it have to share
>>> some points(maybe 2, if it have to) with the first face, what would it be
>>> like?
>>> Also, if it indeed share some points with its neighboring grids, how many
>>> grid should I expect from n points?
>>>
>>> Truly yours,
>>> --
>>> Jeonggyu Lee
>>>
>>> On Mon, Mar 15, 2010 at 10:22 AM, David Doria <daviddoria+vtk at gmail.com<daviddoria%2Bvtk at gmail.com>
>>> > wrote:
>>>
>>>> On Mon, Mar 15, 2010 at 11:19 AM, 이정규 <glazex2 at naver.com> wrote:
>>>>
>>>>> Hi all,
>>>>>
>>>>> I am trying to parse a .VTK file with UNSTRUCTURED_GRID but this just
>>>>> have data of points.
>>>>> I've looked for more information for this but all I found is
>>>>>
>>>>> The Visualization Toolkit supports five different dataset formats:
>>>>>> structured points, structured grid, rectilinear
>>>>>
>>>>> grid, unstructured grid, and polygonal data. Data with implicit
>>>>>> topology (structured data such as vtkImageData and
>>>>>
>>>>> vtkStructuredGrid) are ordered with x increasing fastest, then y, then
>>>>>> z. These formats are as follows.
>>>>>
>>>>>
>>>>> So I guess somehow I have to infer the topology from these points. I've
>>>>> tried Paraview and it renders it as a set of rectangles(I've tired to render
>>>>> surface with wireframes and so on)..
>>>>> I see some hint there that points are ordered with x-ascending order,
>>>>> but how the index is consists up is not mentioned in any documents.....
>>>>> Anybody done this before? or have more information for this?
>>>>>
>>>>> PS : If you are someone at Kitware, would you please, please direct me
>>>>> to the right information?????
>>>>>
>>>>> --
>>>>> Jeonggyu Lee
>>>>>
>>>>
>>>> Do you have an existing .vtk file that you need to read? If not, I would
>>>> suggest using the XML .vtu format - then you can use:
>>>>
>>>> http://www.vtk.org/Wiki/VTK/Examples/IO/ReadUnstructuredGrid
>>>>
>>>> Thanks,
>>>>
>>>> David
>>>>
>>>
>>>
>>
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