Calculation of production costs for labels, as label printing is possible with both digital and conventional methods
The following image illustrates the chronological development of the different stages involved in current printing systems for self-adhesive labels.
![Entwicklungsschritte_EN](/images/default-source/whitepaper/entwicklungsschritte_en.jpg?sfvrsn=df31a144_4&MaxWidth=500&MaxHeight=&ScaleUp=false&Quality=High&Method=ResizeFitToAreaArguments&Signature=3D2E1601B1EE9708460B7F191929FDCB554F350B)
In the view of this author, hybrid printing systems have so far been an intermediate stage towards a fully integrated digital converting system. Even when combination of the processes is well thought-out, operating a hybrid system is very complex and the job spectrum for profitable use is limited.
The small but important difference that a fully integrated digital converting system brings is that the performance data for all conventional finishing processes is adapted to the characteristics of the primary digital print. As production speed plays a less significant role for shorter runs, it is particularly important to ensure efficient changeover between the individual jobs. The waste, setup times and tool costs of the conventional processes must therefore be minimised before integration takes place, so that the disadvantages of conventional printing do not outweigh the advantages of digital printing and therefore prevent the system as a whole from being worthwhile.
For instance, flexographic printing units should only be used for non-format applications such as primers, varnishes and special effects that cannot be produced digitally. A semi-rotary die-cutter with pre-setting is preferable to a rotary die-cutter. Similarly, cold foil embossing is preferable to hot foil due to the lower tool costs.
It is also highly important that the different processes are integrated intelligently to ensure maximum user-friendliness of this inherently complex digital converting system. A standardised user interface with a consistent operating concept is just as important as regular monitoring and management of the individual functions. Examples include having a central control desk for centralised management of all UV and LED dryers and centralised monitoring of all filling levels, or a central cockpit that monitors all the production processes required throughout the system.
Gallus Labelfire 340 – an exemplary integrated digital converting System.
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)
Reference was made above to how difficult it is to gain an overview of the many suppliers of narrow-web digital printing systems for self-adhesive labels. The speed of innovation cycles means there will always be a digital printing system with unique selling points that match the current trends. Making a long-term investment in equipment calls for both a comparison of the technical (digital) specifications of the print system and consideration of even more wide-ranging issues regarding the business partner. The following sample questions can provide an initial framework for selecting a system: