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AIR SKETCHBOOK Bohemia Hookham

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AIRSKETCHBOOK

Bohemia Hookham

Lofting with curves

Lofting with curves and

addition of pop-geo

Week 1

tutorial videos

laying out surfaces for

fabrication

Week 2

tutorial videos

Week 3

offsetting curves

offsetting curves and addition of

failed voronoi on surface

Week 4 - My Iterations

Cull Faces Boolean set at false, false, true, false

Cull Faces Boolean set at true, false, false, true

Cull Faces Boolean set at true, false, true, true, true

Cull Faces with change to (F) factor on scale to 1

Cull Faces with change to Z-value on Move to -6

Popgeo added to loft Sphere (smaller)

Popgeo added to loft Sphere (larger)

Cull faces - Deconstruct Mesh - Surface Grid. An attempt to turn mesh to surface for panelling

Cull faces - Deconstruct Mesh – SrfGrid – Map Srf - From TriGrid – Con – Map Srf. Failed attempt to turn mesh into surface

Cull Faces – Medges – EdgeSrf – Cull Faces – false, false, false, true, false, false

SubdivisionWblaplace - L set at 2WbThicken

Subdivision - Wblaplace - L set at 2 - WbThicken - Wblaplace

Cull Faces Boolean set at true, false, true, true, true

Week 5

Evaluating fields

Evaluating fields with graph and making curves

3D rather than flat

Graph controllerstrue, true, false; graph type changed to Sinc

Graph controllers

Graphing section profiles

Image sampling - using two images together

Week 6

Data Trees

Data Tree on Surface

Data Tree Statistics and Visualisation

Tree Dimensions

Tree Dimensions

Tree Menu

Path Mapper

Week 7 - My IterationsBa

se lo

ft cur

ves c

hang

ed

Arra

y Line

ar: X

=4.0

From

Fina

l Srf

Morp

h:

Same

as A

bove

From

fi nal

“SrfM

orph

“Arra

y Line

ar” Y

Dire

ction

New

tesse

llatio

n cur

ves

Arra

y Line

ar in

XFr

om F

inal ‘S

rfMor

ph’

New

Tess

elatio

n Cur

ves

Same

as A

bove

New

Tess

elatio

n Cur

ves

from

Rhino

Geo

metry

..

DIAM

OND

PANE

LS

U=18

, V=2

HEXA

GONA

L Stru

cture

Facto

r=3 (

chan

ged f

rom

0)Re

draw

n in R

hino

Arra

y Line

ar: F

=1.8

Mesh

Dua

lRe

draw

n with

Rhin

o...

, “Ar

ray L

inear

” Y F

actor

= 8.

0

Redr

awn i

n Rhin

o

U=16

, V=1

8U=

20, V

=3, A

djust

Shap

e=0.8

Type

=T/T

/F-P

ipe: R

adius

=0.2

Cente

r = 3.

5“A

rray L

inear

” Y, C

ount=

5

“Arra

y Lin

ear”

Y Fa

ctor =

4.0,

Do

main

Offst

: for B

, +&-

= 0.1

60

Skew

ed Q

uads

From

fi nal

“SrfM

orph

“Arra

y Line

ar” Y

dire

ction

“Arra

y Line

ar” X

dire

ction

, F=

4

Mirro

r Com

pone

nt re

move

dNe

w Te

ssela

tion C

urve

s

New

Tess

elatio

n Cur

ves

U=18

, V=2

Pane

l Fra

me

, Cou

nt=20

(fro

m 15

)

From

fi nal

Srf M

orph

: DIA

GRID

Redr

awn i

n Rhin

o...

Redr

awn i

n Rhin

o...

Scale

Fac

tor, F

=0.5

Mesh

Pipe

: Rad

ius=0

.2

“Arra

y Line

ar” Y

Fac

tor =

3.0

Arra

y Line

ar” Y

Fac

tor =

0,

Arra

y Line

ar” X

Fac

tor =

2.0

Arra

y Line

ar: X

Fac

tor =

1.8

Arra

y Line

ar in

YAr

ray L

inear

: F=4

.0

Week 8 - 12

Wind on LAGI Site in Vasari

Generating Form

USING IMAGE SAMPLER IN RHINO WITH IMAGE OF COPENHAGEN’S WIND MAP

Generating Form

REFERENCING IMAGE

RETRIVING POINTS,THEN CULLING POINTS

INTERPOLATE CURVES

INTERPOLATE CURVES

Generating Form

SUBTRACTING IRRELEVANT CURVES IN CENTER

CURVES REMOVED BY LENGTH

CURVES REMOVED BY LENGTH

PARAMETRICALLY MOVING CURVES

PARAMETRICALLY MOVING CURVES

PIPING CURVES

Form Finding in Vasari

Form Generation Process

POINT RESTRICTORS FIELD CURVES

GRAPH CONTROLLERS

GENERATING FORM

Final Grasshopper Algorithm

Final Form in Vasari