ADAPTI VEMANI FOLD ASSEMBLAGES
Cont i nuous&I nf or malSpaceResear ch Tai zhongChen YuzhiXu SuyangLi YuxuanZhao
PURPOSE Recentt echnol ogi caldevel opment sar edr amat i cal l ychangi ngt her ol eoft hear chi t ectandt hei r abi l i t yt oconcei veandmanuf act ur espace.Addi t i vemanuf act ur i ngenabl est hef abr i cat i onof compl exspat i alandgeomet r i cf or ms,qui ckl yandeconomi cal l y.Thi sf r eedom i nf abr i cat i onhas enabl ed mat er i alor gani zat i on t o pl ay a si gni f i cantr ol ei n def i ni ng physi caland per cept ual cont i nui t i esasi mpor t antcomponent soft hear chi t ect ur alspace. TASK Thi scont i nuousar chi t ect ur alspacewi l lbebr okendowni nt oasetofsi mpl epar t swhi chwi l lbe st udi edasar econf i gur abl eassembl ysyst em. Teamswi l ldevel opananal ogcodi ngl anguaget odescr i be r ecur si ve sequences ofassembl yt hatyi el dr adi cal l y di f f er ent i at ed behavi or s acr oss f i el d condi t i onst oachi eveanadapt abl ear chi t ect ur all anguage. Wehopet ouset hebasi cel ement sofnat ur et of or m,def i ne,anddevel opt hecont i nuousspace syst em;dof ur t herr esear chonpr omi si ngpossi bi l i t i es.
AADRL17/ 19 Wor kshop1 Di r ect edbyTysonHosmer
GODEN RATI OS&FI BONACCISEQUENCE I nmat hemat i cs,t heFi bonaccinumber sar et henumber si nt hef ol l owi ng i nt egersequence,cal l edt heFi bonaccisequence,andchar act er i zedbyt he f actt hatever ynumberaf t ert hef i r stt woi st hesum oft het wopr ecedi ngones: 1, 1, 2, 3, 5, 8, 13, 21, 34, 55, 89, 144. . .
Thegol denr at i oappear si nsomepat t er nsi nnat ur e,i ncl udi ngt hespi r alar r angementof l eavesandot herpl antpar t s.ThePar t henon' sf aรงadeaswel lasel ement sofi t sf aรงadeand el sewher ear esai dbysomet obeci r cumscr i bedbygol denr ect angl es. Gol denr at i o,i nMat hemat i cs,i sFi bonaccisequence.TheFi bonaccinumber sar et henumber s i nt hef ol l owi ngi nt egersequencewhi chchar act er i zedbyt hef actt hatever ynumberaf t ert he f i r stt woi st hesum oft het wopr ecedi ngones: 1, 1, 2, 3, 5, 8, 13, 21, 34, 55, 89, 144. . .
I fyouonl yknew t hemagni f i cenceoft he3,6and9,t henyouwoul dhaveakeyt ot he uni ver se. � -Ni kol aTesl a
Whenst ar t i ngt heFi bonaccisequencewi t ht henumber s1,2,4,5,7,8,t heyal lr epeatt hea l oopever y24number s. Sequencesst ar t i ngf r om 3and6r epeatt hei rst r i ngsatt he8t hsequencewhi l e9i si nf i ni t eand neverchangi ng.Thi si si mpor t ant ,butt hati sl at er .
SOLUTI ON TO TESLA’ S369
el ement s
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3D combi nat i on
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MULTI CURVESSPACESYSTEM
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MULTI CURVESSPACESYSTEM
Ther esear chand devel opmentofcont i nuousspacesyst em ofmul t i cur vesegment ssyst em. Thi sopt i oni sabandonedbecauseoft hel eakofcont i nui t y.
SI NGLECURVESPACESYSTEM
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SI NGLECURVESPACESYSTEM
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ELEMENTSSTUDY
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JOI NTSTUDY
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COMBI NATI ON
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FI NALMODEL
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