Para la creación mediante TSO de una nueva Libería para albergar objetos Cobol hemos de realizar una serie de sencillos pasos. Con esta herramienta podremos disponer de todas las librerías que consideremos necesarias para tener ordenados nuestros objetos.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjk0IupYL3r_t6Zt-A4E2Wy94ZPgUdY1cBsCAvI50Ie7Uyf1IyXB3Sy7UgJm1dx_WNtzEctkaS_dvum38f17DAXs9TLaZsLWRQ3PojTEJ-4LLeqsNKqFkTTCh920gX25tAg5SnoeKyBpw/s200/Cobol+v1.jpg)
Los pasos serían los siguientes:
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjk0IupYL3r_t6Zt-A4E2Wy94ZPgUdY1cBsCAvI50Ie7Uyf1IyXB3Sy7UgJm1dx_WNtzEctkaS_dvum38f17DAXs9TLaZsLWRQ3PojTEJ-4LLeqsNKqFkTTCh920gX25tAg5SnoeKyBpw/s200/Cobol+v1.jpg)
Los pasos serían los siguientes:
1º) Desde el Menú Principal de ISPF seleccionamos la opción 3 - Utilities
2º) A continuación, en el Utility Selection Panel marcamos la opción 2 - Data Set.
3º) En el menú Data Set Utility introducimos el nombre de la librería e insertamos el comando A en la línea Option.
4º) A continuación, en el panel "Allocate New Data Set" se introducen los datos asociados a la librería que queremos dar de alta. Por ejemplo, aquí insertamos ZASYS1 como "Volume Serial" y 0 en "Directory Blocks".
5º) Al confirmar nos aparecerá el mensaje "DATA SET ALLOCATED".
Tras estos pasos, nuestra librería ya debería estar creada. En nuestro ejemplo, podemos verificar, con una simple consulta, que la librería LIBPR.DBRM.JJ00 ya existe.
![](data:image/png;base64,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Saludos.
5º) Al confirmar nos aparecerá el mensaje "DATA SET ALLOCATED".
Tras estos pasos, nuestra librería ya debería estar creada. En nuestro ejemplo, podemos verificar, con una simple consulta, que la librería LIBPR.DBRM.JJ00 ya existe.
Saludos.
It's impressive that you are getting thoughts from this post as well as from our dialogue made here. gmail.com login
ResponderEliminarComo puedo crear mallas dentro de una libreria
ResponderEliminar