[es_norte] Proyecciones openlayers

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[es_norte] Proyecciones openlayers

Pablo Belay Fernández
Buenas,
he cargado en el postgresql 8.4 +postgis1.5 un shapefile.

La importación del shp la hice de la siguiente manera, porque me indicaron que está en ED50, 23029.

<img src="data:image/png;base64,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" alt="">

Luego en el Geoserver publico la capa y la intento mostrar en openlayers.


El código es como el siguiente:

    var geographic = new OpenLayers.Projection("EPSG:23029");
        var mercator = new OpenLayers.Projection("EPSG:900913");
        var originalbbox = new OpenLayers.Bounds( -8.255746, 43.469147, -8.219724, 43.487984);
        var bounds = originalbbox.transform(geographic, mercator);


map = new OpenLayers.Map ('map', {
              controls:[
                new OpenLayers.Control.Navigation(),
                new OpenLayers.Control.PanZoomBar(),
                new OpenLayers.Control.Attribution(),
                new OpenLayers.Control.Scale($q('scale')),
                new OpenLayers.Control.Scale(),
                new OpenLayers.Control.MousePosition({element: $q('location')}),
                new OpenLayers.Control.MousePosition()],
             //maxExtent: bounds,
              maxResolution: 'auto',
              numZoomLevels: 25,
              units: 'm',
              projection: mercator,
              displayProjection: geographic
             
            } );

 capas[1] = new OpenLayers.Layer.WMS(
                            "Viario", wms_geo ,{ layers: 'porto:probas_viario_23029',  transparent: "true"},
                            {singleTile: false, ratio: 1, isBaseLayer: false, visibility: true} );

El problema es que en el mapa el viario se muestra desplazado, lo indico marcado en rojo algunos elementos.


<img src="data:image/png;base64,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" alt="">

Me podeis ayudar a detectar el error?


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Re: [es_norte] Proyecciones openlayers

michogar
Pablo, ha llegado la imagen en Base64.

Micho García
GIS Developer
michogarcia.org
geomati.co



El 28 de julio de 2014, 10:08, Pablo Belay Fernández <[hidden email]> escribió:
Buenas,
he cargado en el postgresql 8.4 +postgis1.5 un shapefile.

La importación del shp la hice de la siguiente manera, porque me indicaron que está en ED50, 23029.



Luego en el Geoserver publico la capa y la intento mostrar en openlayers.


El código es como el siguiente:

    var geographic = new OpenLayers.Projection("EPSG:23029");
        var mercator = new OpenLayers.Projection("EPSG:900913");
        var originalbbox = new OpenLayers.Bounds( -8.255746, 43.469147, -8.219724, 43.487984);
        var bounds = originalbbox.transform(geographic, mercator);


map = new OpenLayers.Map ('map', {
              controls:[
                new OpenLayers.Control.Navigation(),
                new OpenLayers.Control.PanZoomBar(),
                new OpenLayers.Control.Attribution(),
                new OpenLayers.Control.Scale($q('scale')),
                new OpenLayers.Control.Scale(),
                new OpenLayers.Control.MousePosition({element: $q('location')}),
                new OpenLayers.Control.MousePosition()],
             //maxExtent: bounds,
              maxResolution: 'auto',
              numZoomLevels: 25,
              units: 'm',
              projection: mercator,
              displayProjection: geographic
             
            } );

 capas[1] = new OpenLayers.Layer.WMS(
                            "Viario", wms_geo ,{ layers: 'porto:probas_viario_23029',  transparent: "true"},
                            {singleTile: false, ratio: 1, isBaseLayer: false, visibility: true} );

El problema es que en el mapa el viario se muestra desplazado, lo indico marcado en rojo algunos elementos.




Me podeis ayudar a detectar el error?


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Re: [es_norte] Proyecciones openlayers

Jorge Sanz (OSGeo)
In reply to this post by Pablo Belay Fernández

El 28 de julio de 2014, 10:08, Pablo Belay Fernández <[hidden email]> escribió:
Buenas,
he cargado en el postgresql 8.4 +postgis1.5 un shapefile.

La importación del shp la hice de la siguiente manera, porque me indicaron que está en ED50, 23029.



Luego en el Geoserver publico la capa y la intento mostrar en openlayers.


El código es como el siguiente:

    var geographic = new OpenLayers.Projection("EPSG:23029");
        var mercator = new OpenLayers.Projection("EPSG:900913");
        var originalbbox = new OpenLayers.Bounds( -8.255746, 43.469147, -8.219724, 43.487984);
        var bounds = originalbbox.transform(geographic, mercator);


Está desplazado porque esa proyección en javascript en el cliente no la vas a hacer bien. El tema es que 23029 es el datum ED50 y esa conversión a 900913 no la puedes hacer de forma precisa sin utilizar un proceso que en el cliente no es posible.

Yo de ti trataría de tener esos datos en tu postgis en 25829 o directamente en 4326 para que la conversión (si es que no tienes más remedio que hacerla en el cliente) sea posible. Para convertir de ED50 (el datum de 23029) a  ETRS89 (si vas a 25829) o a WGS84 (si vas a 4326) hay mucha documentación en internet, busca sobre cómo usar Proj4 con la rejilla NTV2 del IGN. Lo puedes hacer con gvSIG, QGIS, ogr2ogr, etc.

Perdón por soltar tremendo taco de números y siglas sin dar mucho más detalle pero ahora no tengo más tiempo, espero haberte dado alguna pista para seguir investigando.

Saludo



--
Jorge Sanz
http://www.osgeo.org
http://wiki.osgeo.org/wiki/Jorge_Sanz
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Re: [es_norte] Proyecciones openlayers

Jorge Gustavo Rocha-2
In reply to this post by Pablo Belay Fernández
Olá Pablo,

Pode ser um erro dos dados, não?
Estás a usar capas de origens diferentes (porto:probas_viario_23029 e OpenstreetMap) pelo que é provável que haja diferenças.

Contudo, pode haver algum erro na transformação de coordenadas. Já experimentaste abrir a capa probas_viario no QGIS juntamente com o layer do OSM?

Espero que ajude,

Jorge Gustavo

On 28-07-2014 09:08, Pablo Belay Fernández wrote:
Buenas,
he cargado en el postgresql 8.4 +postgis1.5 un shapefile.

La importación del shp la hice de la siguiente manera, porque me indicaron que está en ED50, 23029.

<img moz-do-not-send="true" src="data:image/png;base64,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 Nq9QQ5Upr 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 EnWni03my 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 37/9qB3cn r64cOH6+vrmwT7b9+ZF09Jk3kJRc9LNn+ieEpapC2ZFWasJWpHtRZzh9ycPp7Uvxyicaj5s7+ZjBpOvjxmLln3JxhP2iRVNlU6lq2R2WlWn7MmRxRP333/4/HJ6cXFxdXV1c3Njeu6/X7fdd3e0ZGWT+OjzvxOfGsuNqROxdRfWdjnQfSXrJf6LzHKtTQrhUKxWBB+CEiGkj6iUm7C+lQ6CokhF4BnPH48qDaaG0GlsKnxpFNS4Zdg/Jc73rHMgKPtpEfTKJ5+/NdPUTY5juO6rpfg7OxM01/ukqOm5NM4+xEvf5BvisJ3WbJf6emXeUiEXuQ7cLFYGHMt3F+JGR8xQ6keUQk3YXzm5E7XCD8zqMRle/G/DSZQl99odnj+0+zISNIeT7ol5QYTPws4osKinZKd4fXX8OPu5fZOt7u7t7d/2OudvX//4ePHj5eXHz9eXlx80P0/Fug7WCbQbvfnAf0bDTAO+v+v8evMeNJ2rGQozIdB+rbM8yU1n1kmhgEbDTAO+v/N3fW1GE+ajpJywOkpPxi10QCA4wjxdK2bDwAAAMSAeAIAAIaCiqcQOQ7EEwAAMAVcPAEAAIApIPEUhiEKguABAAAAjEEaT2EI8QQAAAwCHU+hbjIAAACQAuIJAAAYCognAABgKNJ48jwvfAwGueBRlAAUBoNwfmrmY4apoH9lM2YwPZHZICcWocyenVc/h2Hoed7/ATLpCZAczCS6AAAAAElFTkSuQmCC" alt="">

Luego en el Geoserver publico la capa y la intento mostrar en openlayers.


El código es como el siguiente:

    var geographic = new OpenLayers.Projection("EPSG:23029");
        var mercator = new OpenLayers.Projection("EPSG:900913");
        var originalbbox = new OpenLayers.Bounds( -8.255746, 43.469147, -8.219724, 43.487984);
        var bounds = originalbbox.transform(geographic, mercator);


map = new OpenLayers.Map ('map', {
              controls:[
                new OpenLayers.Control.Navigation(),
                new OpenLayers.Control.PanZoomBar(),
                new OpenLayers.Control.Attribution(),
                new OpenLayers.Control.Scale($q('scale')),
                new OpenLayers.Control.Scale(),
                new OpenLayers.Control.MousePosition({element: $q('location')}),
                new OpenLayers.Control.MousePosition()],
             //maxExtent: bounds,
              maxResolution: 'auto',
              numZoomLevels: 25,
              units: 'm',
              projection: mercator,
              displayProjection: geographic
             
            } );

 capas[1] = new OpenLayers.Layer.WMS(
                            "Viario", wms_geo ,{ layers: 'porto:probas_viario_23029',  transparent: "true"},
                            {singleTile: false, ratio: 1, isBaseLayer: false, visibility: true} );

El problema es que en el mapa el viario se muestra desplazado, lo indico marcado en rojo algunos elementos.


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Me podeis ayudar a detectar el error?



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Re: [es_norte] Proyecciones openlayers

Pablo Belay Fernández
Boas,
la seguiente prueba es convertir las coordenadas a través de  postgis y me creo una vista que luego la usare através del geoserver. 

CREATE VIEW gis.vista_base_viario as select gid, layer, subclasses, extendeden, linetype, entityhand, text, (ST_AsText(ST_Transform(ST_GeomFromText(geom,23029),4326)) As geom
from gis.base_viario;

El problema es que no me carga la información, puede que estea mal creada la transformación?




El 28 de julio de 2014, 23:46, Jorge Gustavo Rocha <[hidden email]> escribió:
Olá Pablo,

Pode ser um erro dos dados, não?
Estás a usar capas de origens diferentes (porto:probas_viario_23029 e OpenstreetMap) pelo que é provável que haja diferenças.

Contudo, pode haver algum erro na transformação de coordenadas. Já experimentaste abrir a capa probas_viario no QGIS juntamente com o layer do OSM?

Espero que ajude,

Jorge Gustavo


On 28-07-2014 09:08, Pablo Belay Fernández wrote:
Buenas,
he cargado en el postgresql 8.4 +postgis1.5 un shapefile.

La importación del shp la hice de la siguiente manera, porque me indicaron que está en ED50, 23029.



Luego en el Geoserver publico la capa y la intento mostrar en openlayers.


El código es como el siguiente:

    var geographic = new OpenLayers.Projection("EPSG:23029");
        var mercator = new OpenLayers.Projection("EPSG:900913");
        var originalbbox = new OpenLayers.Bounds( -8.255746, 43.469147, -8.219724, 43.487984);
        var bounds = originalbbox.transform(geographic, mercator);


map = new OpenLayers.Map ('map', {
              controls:[
                new OpenLayers.Control.Navigation(),
                new OpenLayers.Control.PanZoomBar(),
                new OpenLayers.Control.Attribution(),
                new OpenLayers.Control.Scale($q('scale')),
                new OpenLayers.Control.Scale(),
                new OpenLayers.Control.MousePosition({element: $q('location')}),
                new OpenLayers.Control.MousePosition()],
             //maxExtent: bounds,
              maxResolution: 'auto',
              numZoomLevels: 25,
              units: 'm',
              projection: mercator,
              displayProjection: geographic
             
            } );

 capas[1] = new OpenLayers.Layer.WMS(
                            "Viario", wms_geo ,{ layers: 'porto:probas_viario_23029',  transparent: "true"},
                            {singleTile: false, ratio: 1, isBaseLayer: false, visibility: true} );

El problema es que en el mapa el viario se muestra desplazado, lo indico marcado en rojo algunos elementos.


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Re: [es_norte] Proyecciones openlayers

Pablo Belay Fernández
Finalmente he realizado una reproyeccion con gvsig utilizando la rejilla NTV2 del IGN.

Muchas gracias por la ayuda.




2014-07-29 10:57 GMT+02:00 Pablo Belay Fernández <[hidden email]>:
Boas,
la seguiente prueba es convertir las coordenadas a través de  postgis y me creo una vista que luego la usare através del geoserver. 

CREATE VIEW gis.vista_base_viario as select gid, layer, subclasses, extendeden, linetype, entityhand, text, (ST_AsText(ST_Transform(ST_GeomFromText(geom,23029),4326)) As geom
from gis.base_viario;

El problema es que no me carga la información, puede que estea mal creada la transformación?




El 28 de julio de 2014, 23:46, Jorge Gustavo Rocha <[hidden email]> escribió:
Olá Pablo,

Pode ser um erro dos dados, não?
Estás a usar capas de origens diferentes (porto:probas_viario_23029 e OpenstreetMap) pelo que é provável que haja diferenças.

Contudo, pode haver algum erro na transformação de coordenadas. Já experimentaste abrir a capa probas_viario no QGIS juntamente com o layer do OSM?

Espero que ajude,

Jorge Gustavo


On 28-07-2014 09:08, Pablo Belay Fernández wrote:
Buenas,
he cargado en el postgresql 8.4 +postgis1.5 un shapefile.

La importación del shp la hice de la siguiente manera, porque me indicaron que está en ED50, 23029.



Luego en el Geoserver publico la capa y la intento mostrar en openlayers.


El código es como el siguiente:

    var geographic = new OpenLayers.Projection("EPSG:23029");
        var mercator = new OpenLayers.Projection("EPSG:900913");
        var originalbbox = new OpenLayers.Bounds( -8.255746, 43.469147, -8.219724, 43.487984);
        var bounds = originalbbox.transform(geographic, mercator);


map = new OpenLayers.Map ('map', {
              controls:[
                new OpenLayers.Control.Navigation(),
                new OpenLayers.Control.PanZoomBar(),
                new OpenLayers.Control.Attribution(),
                new OpenLayers.Control.Scale($q('scale')),
                new OpenLayers.Control.Scale(),
                new OpenLayers.Control.MousePosition({element: $q('location')}),
                new OpenLayers.Control.MousePosition()],
             //maxExtent: bounds,
              maxResolution: 'auto',
              numZoomLevels: 25,
              units: 'm',
              projection: mercator,
              displayProjection: geographic
             
            } );

 capas[1] = new OpenLayers.Layer.WMS(
                            "Viario", wms_geo ,{ layers: 'porto:probas_viario_23029',  transparent: "true"},
                            {singleTile: false, ratio: 1, isBaseLayer: false, visibility: true} );

El problema es que en el mapa el viario se muestra desplazado, lo indico marcado en rojo algunos elementos.


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