Digital Urban Simulation : Documentation of the Teaching Results from the Autumn Semester 2015

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Content Atmosphere Student: Alberto Oliver Mercado Limmat Loop Student: Alexandra Meuche Analysis of a park’s design Student: Alice Chevrier Hochschulgebiet Zentrum Student: Jonas Landolt & Stefan Caranovic Bahnhof Stadelhofen Student: Natalia Daukszewicz & Philippe Blarer p.9 p.25 p.43 p.55 p.85
Zurich - Historic City & City Blocks Student: Ricardo Joss Optimisation of agriculture in an urban environment Student: Romain Masson A school in Cambodia Student: Stéphane de Weck Olympic Legacy Student: Thorben Westerhuys Uster 2035 Student: Vincent Hischier p.105 p.117 p.127 p.141 p.163
Page 1: Documentation of the teaching resul
Page 5: Course Description and Program DIGI
Page 10 and 11: Summary Impressionist museum at Myt
Page 12 and 13: Segment Segment analysis: analysis:
Page 14 and 15: In A p a M w b T w la o w Insovists
Page 16 and 17: In In C Proposal 1 Proposal 1 Choic
Page 18 and 19: Proposal 3 Proposal 3 Proposal 3 Ch
Page 20 and 21: Ground Floor First Floor G r o u n
Page 22 and 23: East elevation South elevation West
Page 25 and 26: Limmat Loop Student: Alexandra Meuc
Page 27 and 28: ium for the public brings additiona
Page 29 and 30: New Proposal: Convex Map - Integrat
Page 31 and 32: Current Situation: Convex Map - Cho
Page 33 and 34: Current Situation: Axial Map - Inte
Page 35 and 36: Current Situation: Axial Map - Choi
Page 37 and 38: Current Situation: Isovist Map - Is
Page 39 and 40: Current Situation: Isovist Map - Mi
Page 41: General For Comments: the shadow an
Page 44 and 45: Introduction: Parks are very import
Page 46 and 47: Digital Urban Simulation HS2015
Page 52: Digital Urban Simulation HS2015
Page 56 and 57:
Hochschulgebiet Zentrum - Strategy
Page 58 and 59:
In wa an an de wa Summary The ETH,
Page 60 and 61:
Integration - Status Quo (Figure 4)
Page 62 and 63:
Choice - Status Quo (Figure 7) Choi
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Choice Hochschulgebiet Zentrum - St
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Integration - Without Tram Stations
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Choice Secenario Choice Scenario Ba
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Digital Urban Simulation | Name of
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PV Afte and floo the con To b by t
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Optimization Cluster 01 - pv / V =
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Optimization Cluster 01 - pv / V =
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ion ite ept are ion to gs ay tire a
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Optimization Components Optimizatio
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Bahnhof Stadelhofen Student: Natali
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Digital Urban Simulation | Bahnhof
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-2 now -2 project 3 / 13 New Method
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Analysis 2 (City level / axial map
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Analysis 3 (City level / visibility
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Analysis 4 (City level/ convex map
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Analysis 5 (Building level GF proje
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vel -2 now Analysis / convex 9 map
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Analysis 13 (City level / shadow ra
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Analysis 14 (City level / solar rad
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Zurich - Historic City & City Block
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Zoom in: Zurich, Historic City Zoom
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Isovist Maximal Radius Radius Analy
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Zurich, Idaplatz, Visual Connectivi
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Area [m²] Perimeter [m] 40000 3440
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Idastrasse Idaplatz-Mitte Idaplatz-
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Optimization of agriculture in an u
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2 Making a threshold at a certain l
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Gala and case 6 Building the greenh
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Conclusions: Choosing where to put
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A school of Cambodia Student: Stép
Page 129 and 130:
Motivation: The important climatic
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t). Isovist area, after Isovist are
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Axial map - choice, after the erlic
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New Methods in Urban Analysis and S
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New Methods in Urban Analysis and S
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Olympic Legacy Student: Thorben Wes
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Motivation: alf dy Motivation: Hamb
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Current Situation In the Integratio
Page 147 and 148:
Acquisition of Data I Acquisition c
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Integration Analysis The potential
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Integration Analysis The proposal h
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Choice Analysis The coice analysis
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Isovists Area - Olympic site Lookin
Page 157 and 158:
Isovists Compactness - Olympic site
Page 161 and 162:
Uster 2035 Student: Vincent Hischie
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Motivation: As described in the sum
Page 165 and 166:
5000m Integration, Radius Radius 50
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is.uster.ch 695750 695750 To obtain
Page 169 and 170:
isting street isting street Integra
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IMAGE 10m e The resulting image sho
Page 173 and 174:
Conclusion: Angular Segment Analysi
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Digital Urban Simulation : Documentation of the Teaching Results from the Autumn Semester 2015

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