[Gvsig_usuarios] Unir registros de tabla

[Gustavo Agüero Córdoba]

Hola, me parece que lo que intentas hacer lo consigues aplicando el siguiente algoritmo:

·         SEXTANTE

·         Herramientas para capas vectoriales genéricas

·         Disolver (campos múltiples)

 

Te permite seleccionar todos los campos de agrupamiento y las estadísticas requeridas (entre ellas la sumatoria).

Saludos.

 

Gustavo Agüero Córdoba

Consultoría Técnica BíoFísica

Skype: gustavo.aguero.cordoba

Tel: (506)83914009

 

De: gvsig_usuarios-bounces en listserv.gva.es [mailto:gvsig_usuarios-bounces en listserv.gva.es] En nombre de sitomatosis
Enviado el: miércoles, 30 de octubre de 2013 9:40
Para: gvsig_usuarios en listserv.gva.es
Asunto: Re: [Gvsig_usuarios] Unir registros de tabla

 


Buenas de nuevo, ninguno de esos geotprocesos soluciona mi problema por que actuan sobre el total del campo de la tabla y yo quiero actuar sobre registros concretos... a ver si me explico...

Una imagen de la tabla:

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" alt="">

 

Estan seleccionados alternativamente distintos registros que corresponden al mispo polígono, parcela y recinto, en el campo DN_SURFACE aparece el área en metros cuadrados de cada registro (algunos de milimetros cuadrados). En la capa es dificilisimo, por no decir imposible, buscar los registros para seleccionarlos y unirlos, aparte de que son más de 19000 cuando a una media de 5 "repeticiones" deberían ser unos 4000. La solucion sería que hubiera posibilidad de unir los registros de la tabla en orden de provincia - municipio - poligono - parcela - recinto para que asi se unieran en la capa y sumaran su superficie

Un saludo.

 

El 30 de octubre de 2013 15:50, Mario Carrera-3 [via OSGeo.org] <[hidden email]> escribió:


Hola Alfonso, 

puedes utilizar los geoprocesos Unir o Juntar, o el de Dissolve, según 
el resultado que quieras. 

Un saludo, 
   Mario 



El 30/10/13 13:52, sitomatosis escribió: 

 

> Hola necesito unir varios poligonos de una capa y algunos son sumamente 


> pequeños, de apenas unos milimetros cuadrados, y en una capa que abarca 
> varios kilometros cuadrados se hace bastante tedioso. Quería preguntar si 
> existe alguna forma de hacerlo a traves de la tabla de datos de la capa, es 
> decir, seleccionar los registros de la tabla y unirlos, y que asi queden 
> unidos en la capa. 
> 
> Espero su respuesta, muchas gracias. 
> 
> Alfonso. 
> 
> 
> 
> -- 
> View this message in context: http://osgeo-org.1560.x6.nabble.com/Unir-registros-de-tabla-tp5086570.html

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