InsideReverseFold : examples
InsideReverseFold : examples
Load Eos
Load Eos
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<<EosLoader.wl
Eos3.7.4 (December 12,2023) running under Mathematica 13.3.0 for Mac OS X ARM (64-bit) (June 3, 2023) on Sat 16 Dec 2023 17:01:47.
This version is effective until June 30,2024.
Extra
Extra
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$pointLabelSize=10;$pointLabelStyle=Style[FontSize->$pointLabelSize,FontWeight"Bold"];$gap=0.001;$foldLineStyle={Blue,Thickness[0.015]};(*SetOptions[ShowOrigami,PlotRangeFull];SetOptions[GraphicsOrigami,PlotRangeAutomatic];*)Off[Ori::select];
InsideReverse Fold
InsideReverse Fold
InsideReverseFold[{below, above}, r] makes a crimp along ray r inside the slot between the faces below and above (inclusive) and returns the folded origami . The arguments below and above can be a list of faces . This fold is called HasamikomiOri, too . "
InsideReverse Fold (1)
InsideReverse Fold (1)
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EosSession["InsideReverse"];
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NewOrigami[10];
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HO["D","B"]
InsideReverse/Origami: Step 2
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NewPoint[{"E"{4,4},"F"{10,7}}]
InsideReverse/Origami: Step 2
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HO["FE",Handle"C"]!
InsideReverse/Origami: Step 4
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ShowLayeredFace[]
InsideReverse/Origami: Step 4
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1,{6,7},,2,{4,5},
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InsideReverseFold[{5,7},"FE"]
InsideReverse/Origami: Step 8
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ShowLayers[ShowFaceIdTrue,Gap1,HingeTrue]
InsideReverse/Origami: Step 8
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ShowLayers[Hinge{"Arc",0.5},Gap0.5,(*HingeColor->{Magenta,Yellow},*)ViewPoint$viewPoint3D(*,ImageSize->300*)]
InsideReverse/Origami: Step 8
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EndSession[];
InsideReverse Fold (2)
InsideReverse Fold (2)
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EosSession["InsideReverse"];
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MarkOn[];
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NewOrigami[10];
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HO["D","B"]
InsideReverse/Origami: Step 2
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HO["C","D"]!
InsideReverse/Origami: Step 4
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ShowLayeredFace[]
InsideReverse/Origami: Step 4
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1,{6,7},,2,{4,5},
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InsideReverseFold[{5,7},"FG"]
InsideReverse/Origami: Step 8
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ShowLayers[ShowFaceIdAll,Gap1,HingeTrue]
InsideReverse Fold (3)
InsideReverse Fold (3)
This is a more general case of InsideReverseFold
InsideReverse Fold (4)
InsideReverse Fold (4)
InsideReverse Fold (5)
InsideReverse Fold (5)
InsideReverse Fold (6)
InsideReverse Fold (6)
InsideReverse fold is possible even if the lap is not perpendicular to the ridge .
InsideReverse Fold (7)
InsideReverse Fold (7)
InsideReverseFold is possible on a pair of faces {{f1,..., fn}, {g1,...,gn}} instead of a pair of a face {f, g}. In the former case, {f1,..., fn, g1,...,gn} are ordered from bottom to top.
InsideReverse Fold (8)
InsideReverse Fold (8)
InsideReverse fold is possible to make the two independent ridges