Muutke küpsiste eelistusi

Mathematical Origami: Geometrical Shapes by Paper Folding 2nd edition [Pehme köide]

  • Formaat: Paperback / softback, 96 pages, kõrgus x laius: 241x171 mm
  • Ilmumisaeg: 30-Jun-2020
  • Kirjastus: Tarquin Publications
  • ISBN-10: 1911093037
  • ISBN-13: 9781911093039
  • Formaat: Paperback / softback, 96 pages, kõrgus x laius: 241x171 mm
  • Ilmumisaeg: 30-Jun-2020
  • Kirjastus: Tarquin Publications
  • ISBN-10: 1911093037
  • ISBN-13: 9781911093039
This book shows the reader how to make a range of robust polyhedra from ordinary printer paper using a technique known as modular origami. Modular origami designs are made by first folding several, or sometimes many, sheets of paper into simple individual modules and then by putting these modules together, normally without the help of any kind of adhesive, to create a finished polyhedral form. Modular origami design has moved on since the hugely popular first edition which has been expanded and revised to present both a wider range of designs, and to introduce new designs which are more robust and offer more potential for mathematical adventures. Ideal for the classroom and fun for any enthusiast of either origami, or mathematics. David Mitchell gives clear step-by-step instructions.
Introduction 5(4)
The Cube
9(4)
Equilateral Deltahedra
13(22)
The Regular Tetrahedron
14(4)
The Regular Octahedron
18(9)
The Regular Icosahedron
27(2)
The Diamond Hexahedron and the Equilateral Hexakaidecahedron
29(4)
The Equilateral Dodecahedron
33(2)
The Regular Dodecahedron
35(4)
Rhombic and Semi-Rhombic Polyhedra
39(62)
About Silver Rectangles
40(2)
About Rhombic and Semi-Rhombic Polyhedra
42(4)
The Rhombic Dodecahedron
46(11)
The Rhombic Tetrahedron
57(4)
The Rhombic Hexahedron
61(5)
The Rhombic Skew Cube
66(2)
The Rhombic Octahedron
68(4)
The Reoriented Rhombic Octahedron
72(1)
The Rhombic Pyramid
73(8)
The Semi-Rhombic Pyramid
81(3)
The Square-Base Equilateral Pyramid
84(2)
The Semi-Rhombic Tetrahedron
86(4)
The First Stellated Rhombic Dodecahedron
90(6)
Other Convex Rhombic Polyhedra
96(1)
Rolling Ring of Eight Rhombic Tetrahedra
97(4)
The Triacontahedron
101(4)
Planar Polyhedra
105(22)
The Planar Cube
106(3)
The Planar Tetrahedron
109(3)
Adding Planar Tetrahedra to the Planar Cube
112(4)
The Planar Octahedron
116(2)
The Planar Cuboctahedron
118(5)
The Planar Icosidodecahedron
123(4)
Making the Starting Shapes
127(14)
Making squares
128(2)
Making bronze rectangles
130(2)
Making mock platinum rectangles
132(3)
Making silver rectangles from US Letter paper
135(2)
Making silver rectangles from squares
137(1)
Making golden rectangles
138(3)
Assembly Puzzle Solutions
141(3)
Acknowledgments 144
David Mitchell has an international reputation as an origami expert including recognitiion for books for Tarquin and others.