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1 ALGORITHMIC SKETCH BOOK STUDIO AIR ABPL30048 SEMESTER TWO 2015 XIAODI ZHANG 657695

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  • 1ALGORITHMICSKETCH BOOK

    STUDIO AIR ABPL30048

    SEMESTER TWO 2015

    XIAODI ZHANG657695

  • CONTENTS

    4 WEEK ONE PRACTICE

    14 WEEK TWO PRACTICE

    36 WEEK THREE PRACTICE

    42 WEEK FOUR PRACTICE

    62 WEEK FIVE PRACTICE

    73 WEEK SIX PRACTICE

    84 OTHER PRACTICE

    2

  • 3

  • WEEK ONE

    LOFTING

    4

  • 5

  • DELAUNAY EDGES

    Delaunay Edges is a command which generates planar triangles between points without overlap.

    Surface Morph as a bridge helps to transform the pattern to a sur-face. The U, V domain of the surface should be the same as the domain for the command. The domain is set as 0 to 1 in the exam-ple. Reparameterize command is used to set the domain in rhino.

    6

  • 7

  • METABALL

    8

  • VORONOI 3D & OCTREE

    Voronoi 3D generates cells ac-cording to a geometry and the number of cells is depend-ing on the points generated in the boundary of the geometry.

    OcTree creats a series of box-es fitting to the geometry.

    9

  • 10

  • 11

  • DIVIDE CURVES & POINT ON CURVE

    12

  • 13

  • WEEK TWO

    14

  • 15

  • SMOOTH MESH

    16

  • 17

  • 18

  • CURVES

    19

  • 20

  • 21

  • GEODESIC

    22

  • ORIENT & CONTOUR

    23

  • 24

  • 25

  • SURFACE BOX

    26

  • 27

  • 28

  • 29

  • CONTOUR

    30

  • 31

  • SURFACE SPLIT

    32

  • 33

  • JITTER

    34

  • 35

  • WEEK THREE

    36

  • 37

  • PATTERN LIST

    38

  • 39

  • 40

  • 41

  • WEEK FOUR

    POINT POLAR

    42

  • 43

  • 44

  • 45

  • 46

  • 47

  • 48

  • 49

  • 50

  • 51

  • 52

  • POINT CHARGE

    53

  • 54

  • 55

  • 56

  • 57

  • FRACTAL TETRAHEDRA

    58

  • 59

  • 60

  • 61

  • WEEK FIVE

    62

  • 63

  • 64

  • 65

  • 66

  • 67

  • 68

  • 69

  • 70

  • 71

  • 72

  • 73

  • WEEK SIX

    74

  • 75

  • 76

  • 77

  • 78

  • 79

  • 80

  • 81

  • 82

  • 83

  • OTHER PRACTICE

    84

  • 85

  • 86

  • 87

  • 88

  • 89

  • 90

  • 91

  • INPUT RANDOM CURVES INTO MILLIPEDE

    92

  • 93

  • 94

  • 95