M Fold
Extract from Pop-Up Design and Paper Mechanics • By Duncan Birmingham • Published by GMC PublicationsAbout
Pop-Up
This mechanism, made from one piece of card, is best understood as a triple V-fold. It is a very useful shape as it raises an array of six planes and nine gullies, all of which can be extended or used to raise additional pop-up shapes.
You Will Need
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Step 11
To establish how they will lie when in the closed position, fold the whole piece into a concertina shape.
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Step 12
GLUING: follow the method used for Foundation Shape 2. Before gluing, experiment with the position on the page of the two central tabs, tight in close to the spine, or further out at a wider angle. The different positions create very different shapes.
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Step 15
Glue the two side tabs, one at a time. Fold tab C into its closed position, flat against the pop-up, apply glue, then fold the base shut so that tab C finds its natural position.
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Step 16
Repeat for tab D.
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Step 18
10.2
On this variation the bottom of the pop-up piece has not been cut to form four gluing-tabs which can be stuck down behind the body of the pop-up. Instead two large tabs are left, these have to come forward and glue to the base in front of the pop-up. This can be useful if Counter-folds are being added to the front of the design.
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Step 22
ADJUSTING THE ANGLES TO CHANGE THE SHAPE
Some designs break away from the basic symmetry – either to swing an outer pair of planes in towards the centre, or backwards away from it. This is the formula:
To swing the outer planes inwards:
Add the same amount (x) to both B and D so that they become bigger than C and E. B = C + x, D = E + x, i.e. B = 70 ̊, C = 50 ̊,
D = 130 ̊,E = 110 ̊,x = 20 ̊.To swing the outer planes outwards, the formula
is reversed. The same amount (y) is added to both C and E so they become bigger than B and D.
E = D + y, C = B + y, i.e. E = 130 ̊,
D = 110 ̊, B = 60 ̊, C = 80 ̊, y = 20 ̊.