Connecting to Smart Print Controller (Smart Media Manager)


Smart Media Manager (SMM) communicates with Smart Print Controller (SPC) to retrieve the printer profile definition. This provides settings such as screen, resolution, and the information needed to print measurement targets for a Smart Media Definition (SMD).

Media settings can also be loaded from SPC and saved back to SPC after they have been updated in Smart Media Manager.

To enable this communication, SPC must be running with OPC UA enabled.

Printing Targets

Before printing targets, make sure Smart Media Manager is connected to SPC and that External Control is enabled.

You can cancel a target print run by selecting X.

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

During the print run, Smart Media Manager shows the number of printed pages and the total number of pages required.

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

When the print run finishes, a message indicates whether it completed successfully.

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