Print Bar Groups Tab

Overview

The Print Bar Groups tab defines groups of print bars that share the same print settings.

A print bar group is useful when several print bars use the same resolution, bits per pixel, drop size, and side assignment. Instead of configuring these values separately on each print bar, the shared settings are defined once on the print bar group.

For example, if a printer has one set of print bars that runs at 600 x 600 dpi and another set that runs at 1200 x 1200 dpi, create two print bar groups and assign the relevant print bars to each group.

In Smart Print Controller, a RIP Server can be assigned to print bars from a single print bar group. It is not possible to assign print bars from different print bar groups to the same RIP Server.

Note: When an existing .sdc file is opened, the Print Bar Groups tab is read-only. To change print bar group settings, create a new configuration or open a device template (.sdt) and save it as a new .sdc file.

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

The list on the left shows the print bar groups in the configuration.

Use + to add a new print bar group.

Use - to remove the selected print bar group.

At least one print bar group must always exist. A print bar group can only be removed if no print bars are currently assigned to it.

Select a print bar group to view and edit its settings.

The Assigned to field shows the print bars that currently use the selected group. Print bars are assigned to a group from the Print Bars tab.

Side

Use the Side control to define whether the selected print bar group applies to side A or side B.

For a simplex device, print bar groups should be assigned to side A.

For a duplex device, the configuration must include print bars for both side A and side B. If a duplex device only has print bars on one side, Smart Device Configurator displays a warning.

Resolutions

Use Resolutions to define the resolutions supported by the selected print bar group.

Click + to add a resolution.

Click - to remove the selected resolution.

At least one resolution must remain in the list. If the active resolution is removed, Smart Device Configurator selects another available resolution automatically.

Applications that display resolution options may use the order shown in this list. Drag and drop the entries to change the order.

Supported Bits Per Pixel

Use Supported Bits Per Pixel to select the active bits per pixel value for the selected print bar group.

Available values are:

  • 1

  • 2

  • 4

  • 8

The selected value determines the valid range for drop sizes. Higher bits per pixel values allow more drop sizes.

Maximum Supported Drop Size

Use Maximum Supported Drop Size to define the highest drop size supported by the selected print bar group.

Smart Device Configurator uses this value to generate the supported drop sizes for the group. For example, if the maximum supported drop size is set to 3, the supported drop sizes are 1, 2, and 3.

The maximum supported drop size must be valid for the selected bits per pixel value:

  • 1 bit per pixel supports drop size 1

  • 2 bits per pixel supports drop sizes up to 3

  • 4 bits per pixel supports drop sizes up to 15

  • 8 bits per pixel supports drop sizes up to 15

If the drop size is too high for the selected bits per pixel value, Smart Device Configurator displays a warning and the configuration cannot be saved until the settings are corrected.