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Grid code issue

In the regulation for grid data at the Census 2021 adapted values grid codes values are proposed.

You will find this in the added version 3 of the "Explanatory note to the written consultation on marginal costs incurred by Member States for the dissemination of selected 2021 Census data on a 1km2 grid".

In the chapter "Commission implementing regulation (EU) of XXX" at page 4 and 5 (article 3.2 and 3.3, document page 12 and 13) the proposed technical specification of the 1 km2 reference grid is described.

This specification describes the unique cell value as CRS3035RES1000mNYYYYYYEXXXXXX prepended by the country code, for instance: NL_

So the grid cell code will become like: NL_CRS3035RES1000mNYYYYYYEXXXXXX

This is not according to the cell value description in Inspire data specification SU version 3.0. Chapter 5.2, recommendation 3. 

Prepending this country code seems a good idea, especially when dealing with grid cells hovering country borders. This way a grid code value is explicitly assigned to a country. Users can add up the figures of different countries.

If you are already using INSPIRE grid codes or planning to it is good to know that this issue is going on at the moment.

Statistics Netherlands is contributing to the EFGS Geostat 3 project. Within this project we are joining SDMX grid data of the 2021 Census to a 1km2 grid while adapting as much as possible to INSPIRE data models. So that is why we encountered this issue.

We suggest that Inspire data specification SU version 3.0. Chapter 5.2, recommendation 3 is adapted to this prepending of a country code.

  • Tuuli PIHLAJAMAA

    By Tuuli PIHLAJAMAA

    Hi Pieter!

    Do you know what is the current situation with this grid code issue?

    I know that there was also brief e-mail discussion about the grid code issue (called 'grid code alert') and in the e-mail Mr. Niek van Leeuwen mentioned that this change is already planned to go to next version of SU specifications. But as a reply to the discussion Ms. Ingrid Kaminger disagreed with the change in next SU. 

    Thank you Pieter, Niek and Ingrid for being active in this question. Both sides have a point there, but I guess the question is still open?

     

    Best regards,
    Tuuli Pihlajamaa
    Applications Specialist
    Statistics Finland

     

     

  • Bresters PIETER

    By Bresters PIETER

    Dear Tuuli,

    The proposed solution within the Geostat 3 project is to use them both. This is possible, because there  are 2 attributes in the SU-grid model that nead a code: (ID and CODE) so with country code before it in the ID field and without in the CODE field.

    In that way it is still according to the INSPIRE data model and the ID can be used when 2 neighbouring countries use grid data together in which case the ID's need to be unique.

    best regards,

    Pieter Bresters

     

  • Tuuli PIHLAJAMAA

    By Tuuli PIHLAJAMAA

    Dear Peter,

    thank you for the reply. Good to know that this is the case.

     

    But actually this brings me to one question that I can't figure out in the SU-grid model:

     

    So, statistical grid is composed of statistical grid cells. And in the model the statistical grid cells have a 'code' that is e.g. form CRS3035RES200mN1453400E1452800, like was discussed here.

     

    But in the model the StatisticalGridCell doesn't have 'inspireId', it is only part of StatisticalGrid.

    So is there a mistake? Should the 'inspireId' be part of StatisticalGridCell instead of StatisticalGrid? Or is it supposed to be under both? Or am I just reading the TG in wrong way…? To what ID are you referring?

     

    Best regards, Tuuli

  • Tuuli PIHLAJAMAA

    By Tuuli PIHLAJAMAA

    I uploaded also picture to clarify my question.

    BR, Tuuli

  • Mirosław MIGACZ

    By Mirosław MIGACZ

    Pieter, where exactly is the ID in the StatisticalGridCell? In the model posted by Tuuli I see only the "code" attribute.

    Also, even if there are two fields that can store the grid code, is it feasible to repeat all the infomation about the cell in both fields? Like this:

    NL_CRS3035RES1000mNYYYYYYEXXXXXX

    CRS3035RES1000mNYYYYYYEXXXXXX

    My suggestion would be to use an extra field for just the country symbol (NL) and leave the cell code in the other one. I still see only one field, though :)

    On the other hand, did you consider dropping the cell code and storing the CRS and resolution in a StatisticalGrid feature and then just provide a gridPosition attribute for cells? The code unnecessarily repeats redundant information (CRS, resolution) in every cell and was designed only for someone who (for some strange reason) would like to publish a multiresolutional grid in one dataset.

    Cheers,

    Miro

  • Bresters PIETER

    By Bresters PIETER

    Hy Miro and Tuuli,

    I agree that the id is not in the model, but it did get in the schema, I think because every object needs an idea.

    At least, I got this id in the program Hale.

    Below I show a screenshot of the ID in the gml created with Hale.

    <img 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

  • Bresters PIETER

    By Bresters PIETER

     

Statistics & Health

Statistics & Health

Join this group if you would like to share knowledge or ask questions regarding the INSPIRE implementation of Statistical Units [SU], Population Distribution (Demography) [PD] or Human Health and Safety [HH] data themes