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Production. Magic Edges №27

We open the veil of the secrets - how our products are made. And let's do it on the example of parts for the issue "Magic Edges number 27."

It all starts with the formation of drawings for a new polyhedron.
magic edges 27
First comes the idea. Next, the polyhedron sample is glued from ordinary paper.
 
magic edges 27
An optimal polyhedron assembly is being developed.
 
magic edges 27
Manufactured prototype
 
magic edges 27
A designer color solution is created.
 

The finished drawing goes into production.
One of the most difficult technological operations is to make the parts cut and folded. That is why you do not need scissors. Freely separating parts from the general sheet, you can quickly and neatly glue the polyhedron.

And this is how this machine works:

 

The printed sheet goes on top, then a special stamp cuts out and presses down fold lines. Also, the speed at which the machine operates is equal to one sheet per second. Just imagine how much time you need to cut all the parts with scissors. Or 1 second.
After completion of the operation, the finished sheet neatly folds on the pallet.

mashine

Machine production of the German concern Heidelberg (Heidelberg).

The company has a history of manufacturing machine tools for the printing industry since 1850 and is a world leader.

Production Magic Edges

Vladislav is the "сhief master" of this wonderful car. vlad

Only due to its fine-tuning many hours of the time it is possible to obtain a product of the highest quality.

The final stage of processing parts is cutting sheets to the usual A4 format.


A huge knife works simultaneously in two planes - vertically down and horizontally along the knife's length. The blade of the knife makes a shift to the side when lowering. This cutting method allows you to simultaneously cut many sheets without damage, skew, and achieve the cutting line's high accuracy.
Five hundred sheets are cut in one motion as if it were a piece of butter.
After that, the finished sheets are folded and packaged.

 
© polyhedr.com  01/10/2018

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