Flying Crane
(tuned for 13.3)
Flying Crane
(tuned for 13.3)
(tuned for 13.3)
Tetsuo Ida
Load Eos
Load Eos
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<<EosLoader.m
Eos3.7.2.1 (July 16,2023) running under Mathematica 13.3.0 for Mac OS X ARM (64-bit) (June 3, 2023) on Mon 17 Jul 2023 10:43:30.
This version is valid until December 31,2023.
Extra
Extra
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$pointLabelSize=10;$foldLineStyle={Blue,Thickness[(*0.02*)0.01]};MarkOff[];
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Off[Ori::select];
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SetOptions[ShowOrigami,ShowFrameTrue];
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(*SetOptions[ShowLayeredFace,BaseView->False];*)
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Inexact[];
Flying crane
Flying crane
Start of construction
Start of construction
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EosSession["Flying crane"];
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$displacement=0;Inexact[];LabelDisplacement=True;$probeFold=False;(*$showLayeredFace=True;*)
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textureY=Graphics[{Yellow,Rectangle[{0,0},{16,16}]}];
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texturePattern=$chiyogami[[8]];
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SetOptions[ShowOrigami,Lighting"Neutral",FrameFalse,Texture{textureY,texturePattern}];
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$gap=0.05;
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NewOrigami[16]
Flying crane/Origami: Step 1
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Petal fold
Petal fold
Preparation for a petal fold
Preparation for a petal fold
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VFold["DB"]
Flying crane/Origami: Step 2
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HO["D","B",Mark->{{"DB","E"}}]
Flying crane/Origami: Step 3
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HO["B","C",Mark->{{"DC","F4","F3","F2","F1"}}]!
Flying crane/Origami: Step 5
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(*ShowLayeredFace[]*)
Squash fold rightwards on the front side
Squash fold rightwards on the front side
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SquashFold["R"]["Square"][{10,11},{"EC","DE"}]
Flying crane/Origami: Step 10
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TurnOver["EF3"]
Flying crane/Origami: Step 11
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(*ShowLayeredFace[Level->{1}]*)
Squash fold leftwards on the back side
Squash fold leftwards on the back side
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SquashFold["L"]["Square"][{8,9},{"EB","CE"}]
Flying crane/Origami: Step 16
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Preparation for constructing legs
Preparation for constructing legs
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HO["F2B","EB"]
Flying crane/Origami: Step 16
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,
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HO[FoldLine->2,Mark->{{"F2E","G1"}}]!
Left leg by inside reverse fold
Left leg by inside reverse fold
Right leg by inside reverse fold
Right leg by inside reverse fold
Leg construction
Leg construction
Head-side
Head-side
Tail-side
Tail-side
More on head-side
More on head-side
Right leg
Right leg
Left leg
Left leg
Bill construction
Bill construction
Preparation for bill construction
Preparation for bill construction
NewVec[P-> V], where P is a point name and V is a 1-vector that associates P with V.
Wing construction
Wing construction