Al añadir 2 discos de 4TB solo me da la mitad de memoria
#1
Hola,
Tengo un qnap TS-453-A de 4 bahías, y hasta ahora tenía dos ocupadas con dos discos de 4 TB. El sistema estaba configurado con un conjunto de almacenamiento y un volumen como cnjunto RAID1. Hace una semana compre otros dos discos de 4TB. He seguido el proceso de instalación para un nuevo conjunto de almacenamiento y un nuevo volumen, con los dos discos nuevos, y al final me reconoce solo la mitad de la memoria del segundo.
Envío una captura del administrador de almacenamiento en un fichero word


Archivos adjuntos
.docx   Administrador de discos qnap.docx (Tamaño: 48,37 KB / Descargas: 43)
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#2
Hola
¿Puedes incluir la captura como parte del mensaje?
Es que el incluir un archivo docx, nos obliga a los que estamos con clientes móviles a descargar y abrir con la aplicación adecuada (que algunos no tenemos).

No entiendo cómo sólo te reconoce la mitad de capacidad, creo que puedes estar confundiendo espacio reclamado por el volumen, con la capacidad del disco
Un saludo

Agur eta ondo ibili

Ganekogorta (TS-469Pro, TVS-673e, QBoat Sunny y TS-453Be) Ʀɐɯ0η
  Responder
#3
(19-07-2021, 05:00 PM)Ganekogorta escribió: Hola
¿Puedes incluir la captura como parte del mensaje?
Es que el incluir un archivo docx, nos obliga a los que estamos con clientes móviles a descargar y abrir con la aplicación adecuada (que algunos no tenemos).

No entiendo cómo sólo te reconoce la mitad de capacidad, creo que puedes estar confundiendo espacio reclamado por el volumen, con la capacidad del disco
Hola, voy a intentar ponerlo como imagen, pero cuando envié el mensaje por primera vez, al hacer una vista previa me salía la página llena de texto
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(19-07-2021, 05:00 PM)Ganekogorta escribió: Hola
¿Puedes incluir la captura como parte del mensaje?
Es que el incluir un archivo docx, nos obliga a los que estamos con clientes móviles a descargar y abrir con la aplicación adecuada (que algunos no tenemos).

No entiendo cómo sólo te reconoce la mitad de capacidad, creo que puedes estar confundiendo espacio reclamado por el volumen, con la capacidad del disco
Lo voy a intentar incluir como imagen

(19-07-2021, 05:00 PM)Ganekogorta escribió: Hola
¿Puedes incluir la captura como parte del mensaje?
Es que el incluir un archivo docx, nos obliga a los que estamos con clientes móviles a descargar y abrir con la aplicación adecuada (que algunos no tenemos).

No entiendo cómo sólo te reconoce la mitad de capacidad, creo que puedes estar confundiendo espacio reclamado por el volumen, con la capacidad del disco
Esta es la captura de mi vol 2. se ve que tengo asignados 3.6 Teras,, pero tengo dos discos de 3.6 teras, y debería tener el doble de capacidad


Archivos adjuntos Imagen(es)
           
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#4
Hola
Ya veo el motivo de la diferencia.
El tipo de raid creado con los nuevos discos es RAID 1 (espejo). Ganas en seguridad, pero pierdes espacio. Ambos discos contienen los mismo, a nivel de sistema sólo ves un único almacenamiento, pero ganas en seguridad.
Con el almacenamiento viejo, tendrás Raid 0 o jbod, que suma la capacidad de ambos discos, pero que en caso de avería de uno de ellos.... pierdes información.

Yo en tu caso me montaría un raid 5 de 4 unidades (son iguales de capacidad), sólo "desperdicias" la capacidad de uno , puedes permitirte el fallo de un de los cuatros disco y tienes un almacenamiento útil de 12TB (3xTB).
Pero tal como lo tienes ahora tendrías que deshacer las actuales configuraciones, con el trabajo que ello conlleva (sacar datos, deshacer, crear y recuperar datos).
Un saludo

Agur eta ondo ibili

Ganekogorta (TS-469Pro, TVS-673e, QBoat Sunny y TS-453Be) Ʀɐɯ0η
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#5
(19-07-2021, 07:52 PM)Ganekogorta escribió: Hola
Ya veo el motivo de la diferencia.
El tipo de raid creado con los nuevos discos es RAID 1 (espejo). Ganas en seguridad, pero pierdes espacio. Ambos discos contienen los mismo, a nivel de sistema sólo ves un único almacenamiento, pero ganas en seguridad.
Con el almacenamiento viejo, tendrás Raid 0 o jbod, que suma la capacidad de ambos discos, pero que en caso de avería de uno de ellos.... pierdes información.

Yo en tu caso me montaría un raid 5 de 4 unidades (son iguales de capacidad), sólo "desperdicias" la capacidad de uno , puedes permitirte el fallo de un de los cuatros disco y tienes un almacenamiento útil de 12TB (3xTB).
Pero tal como lo tienes ahora tendrías que deshacer las actuales configuraciones, con el trabajo que ello conlleva (sacar datos, deshacer, crear y recuperar datos).
Gracias, eso es lo que voy a hacer, pero me mosquea que en primer volumen se ve el doble de capacidad y en el segundo no
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