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Insertar imagen de un campo OLE de un ADO Recordset
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Jaime
Oct 3, 2003, 2:27:25 AM10/3/03
to
Hola a todos
¿alguien sabe como insertar en VB una imagen desde un campo OLE de un
recordset en ADO?
¿alguien sabe como insertar en VB una imagen desde un campo OLE de un
recordset en ADO?
Muchas gracias
Rubén Vigón
Oct 3, 2003, 2:40:18 AM10/3/03
to
Imágenes en bases de datos usando ADO
http://guille.costasol.net/ejemplos/imagenes_ADODataControl.htm
http://guille.costasol.net/ejemplos/imagenes_ADODataControl.htm
Un saludo!
Rubén Vigón
Microsoft MVP Visual Basic
(Guía de buen uso del foro)
http://perso.wanadoo.es/rubenvigon/foro
Rubén Vigón
Oct 3, 2003, 6:10:57 AM10/3/03
to
Ahí te va otro ejemplo, utilizando un objeto «ADODB.Stream»:
Public Sub SubirArchivo(Rs As ADODB.Recordset, ByVal strRutaArchivo As String)
Dim Stm As ADODB.Stream
Set Stm = New ADODB.Stream
With Stm
.Type = adTypeBinary
.Open
.LoadFromFile strRutaArchivo
Rs.AddNew
Rs.Fields("NombreCampoBLOB").Value = .Read
Rs.Update
.Close
End With
Set Stm = Nothing
End Sub
Jaime
Oct 3, 2003, 10:00:28 AM10/3/03
to
Hola, gracias por la ayuda, pero no he conseguido que me funcione. Creo que
el ejemplo que me mandas es para hacer justo lo contrario.
Yo tengo una base de datos con un campo ole que tiene incrustada una imagen.
Accedo al registro mediante un ADO Recordest y quiere volcar el contenido, o
sea la imagen, en algún control de un formulario de VB
el ejemplo que me mandas es para hacer justo lo contrario.
Yo tengo una base de datos con un campo ole que tiene incrustada una imagen.
Accedo al registro mediante un ADO Recordest y quiere volcar el contenido, o
sea la imagen, en algún control de un formulario de VB
Un saludo
"Rubén Vigón" <vi...@wanadoo.es> escribió en el mensaje
news:uDQOpYZ...@TK2MSFTNGP10.phx.gbl...
Rubén Vigón
Oct 3, 2003, 10:19:25 AM10/3/03
to
Puedes utilizar la siguiente función para "bajar" el archivo de tu campo BLOB a un archivo físico de
disco, para luego mostrarlo en un control PictureBox o Image mediante «LoadPicture»:
disco, para luego mostrarlo en un control PictureBox o Image mediante «LoadPicture»:
Public Sub BajarArchivo(Rs As ADODB.Recordset, ByVal strRutaArchivo As String)
Dim Stm As ADODB.Stream
Set Stm = New ADODB.Stream
With Stm
.Type = adTypeBinary
.Open
.Write Rs.Fields("NombreCampoBLOB").Value
.SaveToFile strRutaArchivo, adSaveCreateOverWrite
Jaime
Oct 6, 2003, 12:56:50 PM10/6/03
to
Hola
he probado el código, añadiendo como me indicas las siguiente línea despues
de la llamada a la subrutina
he probado el código, añadiendo como me indicas las siguiente línea despues
de la llamada a la subrutina
picImagen.Picture = LoadPicture(strRutaArchivo)
donde picImagen es un picturebox, pero obtengo el siguiente error
Error 481 en tiempo de ejecución
La imagen no es valida
Un saludo
Jaime
"Rubén Vigón" <vi...@wanadoo.es> escribió en el mensaje
news:uHHZijbi...@TK2MSFTNGP11.phx.gbl...
Rubén Vigón
Oct 6, 2003, 2:22:43 PM10/6/03
to
¿Cómo fue almacenada la imagen en la base de datos, mediante una función
como "SubirArchivo" de mi post anterior o mediante un control enlazado? Si
la imagen fue almacenada mediante un control PictureBox o Image enlazado al
campo BLOB de la base de datos, tendrás que visualizarlo de la misma manera
(ya que el archivo creado en el disco mediante el objeto ADODB.Stream no
contendrá una imagen válida para «LoadPicture»)
como "SubirArchivo" de mi post anterior o mediante un control enlazado? Si
la imagen fue almacenada mediante un control PictureBox o Image enlazado al
campo BLOB de la base de datos, tendrás que visualizarlo de la misma manera
(ya que el archivo creado en el disco mediante el objeto ADODB.Stream no
contendrá una imagen válida para «LoadPicture»)
Jaime
Oct 7, 2003, 2:26:45 AM10/7/03
to
No se muy bien a que te refieres. La base de datos está en Access 2000 y
para insertar la imagen en el campo OLE lo he hecho simplemente copiando la
imagen y pegandola en el campo OLE de la tabla de Access y también
situandome en el campo e insertando la imagen como un objeto. Al crear un
formulario en Access, la imagen se muestra bien utilizando cualquiera de los
dos métodos.
¿Como debería insertar la imagen en la tabla de Access para poder utilizar
la subrutina que me propones?
para insertar la imagen en el campo OLE lo he hecho simplemente copiando la
imagen y pegandola en el campo OLE de la tabla de Access y también
situandome en el campo e insertando la imagen como un objeto. Al crear un
formulario en Access, la imagen se muestra bien utilizando cualquiera de los
dos métodos.
¿Como debería insertar la imagen en la tabla de Access para poder utilizar
la subrutina que me propones?
Un saludo y muchas gracias por la ayuda
Jaime
"Rubén Vigón" <vi...@wanadoo.es> escribió en el mensaje
news:O8Y3YbDj...@TK2MSFTNGP09.phx.gbl...
Rubén Vigón
Oct 7, 2003, 3:00:47 AM10/7/03
to
La función "SubirArchivo" de mi primer post almacena cualquier tipo de archivo (no sólo una imagen,
podría ser, por ejemplo, un .EXE, un .MP3 o un .PDF) en un campo BLOB. Ésta función guarda el
archivo completo -todos sus bytes- en la base de datos de manera que tiene que ser "restaurado" al
disco mediante una función como "BajarArchivo", de manera que podamos trabajar con él de manera
normal en el sistema (por ejemplo, abrirlo con su aplicación asociada haciendo doble-click en él)
podría ser, por ejemplo, un .EXE, un .MP3 o un .PDF) en un campo BLOB. Ésta función guarda el
archivo completo -todos sus bytes- en la base de datos de manera que tiene que ser "restaurado" al
disco mediante una función como "BajarArchivo", de manera que podamos trabajar con él de manera
normal en el sistema (por ejemplo, abrirlo con su aplicación asociada haciendo doble-click en él)
Si la imagen es almacenada como mapa de bits (como ocurre cuando copias y pegas una imagen en
Access, o utilizas un control PictureBox o Image enlazado) en realidad se almacenan sólo los bytes
necesarios para componer la imagen, de manera que no es posible pasar éstos bytes a un archivo
físico de disco (sería posible, pero el archivo no sería válido)
En resumen, si el archivo fue almacenado "completo", mediante un ADODB.Stream, debes restaurarlo a
disco para visualizarlo mediante «LoadPicture». Si el archivo fue almacenado como mapa de bits (tu
caso), debes visualizarlo mediante controles enlazados (PictureBox o Image)
Jaime
Oct 7, 2003, 4:58:58 AM10/7/03
to
¿Entonces mi solución sería utilizar un control de datos adodc y vincular el
control picture al campo que contiene la imagen?
control picture al campo que contiene la imagen?
"Rubén Vigón" <vi...@wanadoo.es> escribió en el mensaje
news:Ojqf$AKjDH...@TK2MSFTNGP12.phx.gbl...
Rubén Vigón
Oct 7, 2003, 5:09:36 AM10/7/03
to
Exacto, me temo que tendrás que utilizar controles enlazados :-(
alons...@hotmail.com
May 14, 2018, 6:40:50 PM5/14/18
to
Hola
Tengo una lista de SharePoint con un campo de texto que almacena una imagen de la siguiente manera
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
Cómo puedo ver este campo como imagen en Access ??
Tengo una lista de SharePoint con un campo de texto que almacena una imagen de la siguiente manera
image/jpeg;base64,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
Cómo puedo ver este campo como imagen en Access ??
alons...@hotmail.com
May 14, 2018, 6:41:45 PM5/14/18
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